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the electronic , structural and vibrational properties of small carbon interstitial and antisite clusters are investigated by _ ab initio _ methods in 3c and 4h - sic . the defects possess sizable dissociation energies and may be formed via condensation of carbon interstitials , e.g. generated in the course of ion implantation . all considered defect complexes possess localized vibrational modes ( lvm s ) well above the sic bulk phonon spectrum . in particular , the compact antisite clusters exhibit high - frequency lvm s up to 250mev . the isotope shifts resulting from a @xmath0c enrichment are analyzed . in the light of these results , the photoluminescence centers d@xmath1 and p@xmath2u are discussed . the dicarbon antisite is identified as a plausible key ingredient of the d@xmath1-center , whereas the carbon split - interstitial is a likely origin of the p@xmath2 t centers . the comparison of the calculated and observed high - frequency modes suggests that the u - center is also a carbon - antisite based defect .
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a collider probe of the radiative seesaw models are considered . two key ingredients of these models , the extended higgs sector and the source of the majorana mass , although these details differ model by model , would be studied at the tev - scale electron - positron and electron - electron colliders . the searches and mass determinations in the inert doublet model , which is the extended higgs sector of the ma model , are summarized as an example .
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we present the analysis of serendipitous sources in a deep , 500 ksec , hard x - ray observation of the coma cluster region with the ibis instrument onboard _ integral_. in addition to the coma cluster , the final 2050 kev image contains 12 serendipitous sources with statistical significance @xmath0 . we use these data ( after correcting for expected number of false detections ) to extend the extragalactic source counts in the 2050 kev energy band down to a limiting flux of @xmath1 ( @xmath2 mcrab ) . this is a more than a factor of 10 improvement in sensitivity compared to the previous results in this energy band obtained with the a4 instrument . the derived source counts are consistent with the euclidean relation , @xmath3 . a large fraction of identified serendipitous sources are low - redshift , @xmath4 agns , mostly of seyfert 1 type . the surface density of hard x - ray sources is @xmath5 per square degree above a flux threshold of @xmath6 . these sources directly account for @xmath7 of the cosmic x - ray background in the 2050 kev energy band . given the low redshift depth of our sample , we expect that similar sources at higher redshifts account for a significant fraction of the hard x - ray background . our field covers only 3% of the sky ; a systematic analysis of other extragalactic _ integral _ observations can produce much larger source samples and is , therefore , critically important .
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after a historical review , i present the progress in the field of realistic nn potentials that we have seen in recent years . a new generation of very quantitative ( high - quality / high - precision ) nn potentials has emerged . these potentials will serve as reliable input for microscopic nuclear structure calculations and will allow for a systematic investigation of off - shell effects . the issue of three - nucleon forces is also discussed .
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we consider the extension of the last - in - first - out graph searching game of giannopoulou and thilikos to digraphs . we show that all common variations of the game require the same number of searchers , and the minimal number of searchers required is one more than the cycle - rank of the digraph . we also obtain a tight duality theorem , giving a precise min - max characterization of obstructions for cycle - rank .
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we describe the relationship between dimer models on the real two - torus and coamoebas of curves in @xmath0 . we show , inter alia , that the dimer model obtained from the shell of the coamoeba is a deformation retract of the closed coaomeba if and only if the number of connected components of the complement of the closed coamoeba is maximal . furthermore , we show that in general the closed coamoeba of the characteristic polynomial of a dimer model does not have the maximal number of components of its complement .
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finding the three - dimensional representation of all or a part of a scene from a single two dimensional image is a challenging task . in this paper we propose a method for identifying the pose and location of objects with circular protrusions in three dimensions from a single image and a 3d representation or model of the object of interest . to do this , we present a method for identifying ellipses and their properties quickly and reliably with a novel technique that exploits intensity differences between objects and a geometric technique for matching an ellipse in 2d to a circle in 3d . we apply these techniques to the specific problem of determining the pose and location of vehicles , particularly cars , from a single image . we have achieved excellent pose recovery performance on artificially generated car images and show promising results on real vehicle images . we also make use of the ellipse detection method to identify car wheels from images , with a very high successful match rate . computer vision ; image recognition / processing ; ellipse detection ; 3d models ; 2d - ellipse to 3d - circle matching ; single image pose identification ; wheel detection ; 3d vehicle models .
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the observational record of turbulence within the molecular gas phase of the interstellar medium is summarized . we briefly review the analysis methods used to recover the velocity structure function from spectroscopic imaging and the application of these tools on sets of cloud data . these studies identify a near - invariant velocity structure function that is independent of local the environment and star formation activity . such universality accounts for the cloud - to - cloud scaling law between the global line - width and size of molecular clouds found by larson ( 1981 ) and constrains the degree to which supersonic turbulence can regulate star formation . in addition , the evidence for large scale driving sources necessary to sustain supersonic flows is summarized .
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we present a non - parametric technique to infer the projected - mass distribution of a gravitational lens system with multiple strong - lensed images . the technique involves a dynamic grid in the lens plane on which the mass distribution of the lens is approximated by a sum of basis functions , one per grid cell . we used the projected mass densities of plummer spheres as basis functions . a genetic algorithm then determines the mass distribution of the lens by forcing images of a single source , projected back onto the source plane , to coincide as well as possible . averaging several tens of solutions removes the random fluctuations that are introduced by the reproduction process of genomes in the genetic algorithm and highlights those features common to all solutions . given the positions of the images and the redshifts of the sources and the lens , we show that the mass of a gravitational lens can be retrieved with an accuracy of a few percent and that , if the sources sufficiently cover the caustics , the mass distribution of the gravitational lens can also be reliably retrieved . a major advantage of the algorithm is that it makes full use of the information contained in the radial images , unlike methods that minimise the residuals of the lens equation , and is thus able to accurately reconstruct also the inner parts of the lens . [ firstpage ] gravitational lensing methods : data analysis dark matter galaxies : clusters : general
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dynamical properties of a lennard - jones binary mixture embedded in an off lattice matrix of soft spheres are studied in the direct space upon supercooling by molecular dynamics simulations . on lowering temperature the smaller particles tend to avoid the soft sphere interfaces and correspondingly their mobility decreases below the one of the larger particles . the system displays a dynamic behaviour consistent with the mode coupling predictions . a decrease of the mode coupling crossover temperature with respect to the bulk is found . we find however that the range of validity of the theory shrinks with respect to the bulk . this is due to the change in the smaller particle mobility and to a substantial enhancement of hopping processes well above the cross over temperature upon confinement .
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we have designed three asics for possible applications in the optical links of a new layer of pixel detector in the atlas experiment for the first phase of the lhc luminosity upgrade . the asics include a high - speed driver for the vcsel , a receiver / decoder to decode the signal received at the pin diode to extract the data and clock , and a clock multiplier to produce a higher frequency clock to serialize the data for transmission . these asics were designed using a 130 nm cmos process to enhance the radiation - hardness . we have characterized the fabricated asics and the submission has been mostly successful . we irradiated the asics with 24 gev / c protons at cern to a dosage of 70 mrad . we observed no significant degradation except the driver circuit in the vcsel driver fabricated using the thick oxide process in order to provide sufficient voltage to drive a vcsel . the degradation is due to a large threshold shifts in the pmos transistors used .
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the uncertainty relations for the position and momentum of a quantum particle on a circle are identified minimized by the corresponding coherent states . the sqeezed states in the case of the circular motion are introduced and discussed in the context of the uncertainty relations . 8.8 in = .5 cm = .5 cm
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knowledge regarding the coronal magnetic field is important for the understanding of many phenomena , like flares and coronal mass ejections . because of the low plasma beta in the solar corona the coronal magnetic field is often assumed to be force - free and we use photospheric vector magnetograph data to extrapolate the magnetic field into the corona with the help of a non - linear force - free optimization code . unfortunately the measurements of the photospheric magnetic field contain inconsistencies and noise . in particular the transversal components ( say bx and by ) of current vector magnetographs have their uncertainties . furthermore the magnetic field in the photosphere is not necessary force - free and often not consistent with the assumption of a force - free field above . we develop a preprocessing procedure to drive the observed non force - free data towards suitable boundary conditions for a force - free extrapolation . as a result we get a data set which is as close as possible to the measured data and consistent with the force - free assumption . * solar physics , vol . 233 , 215 - 232 ( 2006 ) *
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we investigate theoretically the ground state of the femn binary alloy monolayer on the w(001 ) surface , the stability of different magnetic configurations ( ferro / antiferromagnetic , disordered local moments , etc . ) and estimate concentrations at which a transition occurs between different magnetic orders . the tight - binding linear muffin - tin orbital method combined with the coherent potential approximation is used to treat the surface alloy appropriately . we discuss the role of disorder on the phase transitions in surface alloys composed from two different @xmath0 transition metals . manganese ; iron ; alloy ; surface magnetism ; density functional calculations
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we present a numerical study of the dynamics of the one - dimensional ising model by applying the large - deviation method to describe ensembles of dynamical trajectories . in this approach trajectories are classified according to a dynamical order parameter and the structure of ensembles of trajectories can be understood from the properties of large - deviation functions , which play the role of dynamical free - energies . we consider both glauber and kawasaki dynamics , and also the presence of a magnetic field . for glauber dynamics in the absence of a field we confirm the analytic predictions of jack and sollich about the existence of critical dynamical , or space - time , phase transitions at critical values of the `` counting '' field @xmath0 . in the presence of a magnetic field the dynamical phase diagram also displays first order transition surfaces . we discuss how these non - equilibrium transitions in the 1@xmath1 ising model relate to the equilibrium ones of the 2@xmath1 ising model . for kawasaki dynamic we find a much simple dynamical phase structure , with transitions reminiscent of those seen in kinetically constrained models .
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_ in this work we focus on the general relay channel . we investigate the application of estimate - and - forward ( eaf ) to different scenarios . specifically , we consider assignments of the auxiliary random variables that always satisfy the feasibility constraints . we first consider the multiple relay channel and obtain an achievable rate without decoding at the relays . we demonstrate the benefits of this result via an explicit discrete memoryless multiple relay scenario where multi - relay eaf is superior to multi - relay decode - and - forward ( daf ) . we then consider the gaussian relay channel with coded modulation , where we show that a three - level quantization outperforms the gaussian quantization commonly used to evaluate the achievable rates in this scenario . finally we consider the cooperative general broadcast scenario with a multi - step conference . we apply estimate - and - forward to obtain a general multi - step achievable rate region . we then give an explicit assignment of the auxiliary random variables , and use this result to obtain an explicit expression for the single common message broadcast scenario with a two - step conference . _ ( 0,0 ) ( 0,70)submitted to the ieee transactions on information theory , october 2006 .
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the entries of frieze patterns may be interpreted as coordinates of roots of a finite weyl groupoid of rank two . we prove the existence of maximal elements in their root posets and classify those frieze patterns which can be used to build an affine simplicial arrangement .
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over the past few years , the role of visualization for scientific purpose has grown up enormously . astronomy makes an extended use of visualization techniques to analyze data , and scientific visualization has became a fundamental part of modern researches in astronomy . with the evolution of high performance computers , numerical simulations have assumed a great role in the scientific investigation , allowing the user to run simulation with higher and higher resolution . data produced in these simulations are often multi - dimensional arrays with several physical quantities . these data are very hard to manage and to analyze efficiently . consequently the data analysis and visualization tools must follow the new requirements of the research . astromd is a tool for data analysis and visualization of astrophysical data and can manage different physical quantities and multi - dimensional data sets . the tool uses virtual reality techniques by which the user has the impression of travelling through a computer - based multi - dimensional model . astromd will be a freely available tool for the whole astronomical community . _ keyword : _ n - body simulations , analysis tool , scientific visualization
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the decay of is used to cross check the absolute energy scale calibration for solar neutrinos established by the electron linear accelerator ( linac ) . a deuterium - tritium neutron generator was employed to create via the ( n , p ) reaction on in the water of the detector . this technique is isotropic and has different systematic uncertainties than the linac . the results from this high statistics data sample agree with the absolute energy scale of the linac to better than 1% . a natural source of from the capture of @xmath0 on , which is collected as a background to the solar neutrino analysis , is also discussed . , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , solar neutrinos ; calibration ; super - kamiokande + pacs : 26.65.+t
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a toy model shows how neutrino masses and mixing can be investigated by studying the behavior of a radioactive ion which decays by k - capture before and during its weak decay by k - capture . a new oscillation phenomenon providing information about neutrino mixing is obtained by following the ion before and during the decay . this normally neglected process is shown to be consistent with quantum mechanics and causality . measuring the oscillation without detecting the neutrino avoids losses in conventional experiments due to the low neutrino absorption cross section . the normally unobservable long wave lengths are made observable by having the radioactive source move a long distance circulating around in a storage ring . the initial ion wave packet has a momentum spread required by heisenberg and contains pairs of components with different momenta and energies . these can produce neutrino amplitudes in two mass eigenstates with different momenta which mix to produce a single @xmath0 state . in this typical quantum mechanics two - slit " or which path " experiment a transition between the same initial and final states can go via two paths in energy - momentum space with a phase difference producing interference and oscillations . # 1@xmath1 # 1#1 # 1#1 # 1@xmath1 # 1#1 # 1#1
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the possible role of decoherence due to space - time foam is discussed within the context of two models , one based on string / brane theory . and the other based on properties of black hole horizons in general relativity . it is argued that the density matrix satisfies a dissipative master equation , primarily from the study of renormalization group flows in non - critical string theory.this interpretation of the zero mode of the liouville field as time leads necessarily to the cpt operator being ill defined . one striking consequence is that the quantum mechanical correlations of pair states of neutral mesons produced in meson factories are changed from the usual epr state . the magnitude of this departure from epr correlations is characterised by a parameter @xmath0 . the predicted value of @xmath0 is very small or zero . however it is shown explicitly that the the non - vanishing of @xmath0 is only a feature of the model based on string / brane theory .
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we report the discovery of a new radio galaxy within the location error box of the @xmath0-ray source 3eg j1735@xmath11500 . the galaxy is a double - sided jet source forming a large angle with the line of sight . optical observations reveal a @xmath2 magnitude galaxy at the position of the radio core . although the association with the egret source is not confirmed at the present stage , because there is a competing , alternative @xmath0-ray candidate within the location error contours which is also studied here , the case deserves further attention . the new radio galaxy can be used to test the recently proposed possibility of @xmath0-ray emitting radio galaxies beyond the already known case of centaurus a.
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we investigate experimental consequences of the postulate that fundamentally photon propagation is governed by an su(2 ) rather than a u(1 ) gauge principle . in the context of thermodynamics the su(2 ) yang - mills theory is assumed to be in its deconfining phase . in addition to the results already available , we compute the dispersion law for the longitudinal mode , which does not thermalize with matter , at one - loop accuracy . we analyze radiometric and bolometric methods to detect a gap in the black - body radiation spectra for low frequencies and at low temperatures . we simulate the expected experimental results for total - power and dicke - switch radiometry . these simulations indicate that the predicted su(2 ) signature is measurable with presently available detector technology appealing to both radiometric methods . we also investigate non - homogeneous thermodynamics ( thermomagnetic effect ) in the adiabatic approximation . fakultt fr physik + karlsruher institut fr technologie ( kit ) + investigation of thermal + ground - state effects in + su(2 ) yang - mills thermodynamics
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we study unlimited infinite churn in peer - to - peer overlay networks . under this churn , arbitrary many peers may concurrently request to join or leave the overlay network ; moreover these requests may never stop coming . we prove that unlimited adversarial churn , where processes may just exit the overlay network , is unsolvable . we focus on cooperative churn where exiting processes participate in the churn handling algorithm . we define the problem of unlimited infinite churn in this setting . we distinguish the fair version of the problem , where each request is eventually satisfied , from the unfair version that just guarantees progress . we focus on local solutions to the problem , and prove that a local solution to the fair infinite unlimited churn is impossible . we then present and prove correct an algorithm that solves the unfair infinite unlimited churn problem for a linearized peer - to - peer overlay network . we extend this solution to skip lists and skip graphs .
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we use molecular dynamics simulations in two dimensions to investigate the possibility that a core - softened potential can reproduce static and dynamic anomalies found experimentally in liquid water : ( i ) the increase in specific volume upon cooling , ( ii ) the increase in isothermal compressibility upon cooling , and ( iii ) the increase in the diffusion coefficient with pressure . we relate these anomalies to the shape of the potential . we obtain the phase diagram of the system and identify two solid phases : a square crystal ( high density phase ) , and a triangular crystal ( low density phase ) . we also discuss the relation between the anomalies observed and the polymorphism of the solid . finally , we compare the phase diagram of our model system with experimental data , noting especially the line of temperatures of maximum density , line of pressures of maximum diffusion constant , and line of temperatures of minimum isothermal compressibility .
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lattice systems and discrete networks with dissipative interactions are successfully employed as meso - scale models of heterogeneous solids . as the application scale generally is much larger than that of the discrete links , physically relevant simulations are computationally expensive . the quasicontinuum ( qc ) method is a multiscale approach that reduces the computational cost of direct numerical simulations by fully resolving complex phenomena only in regions of interest while coarsening elsewhere . in previous work ( @xcite , _ j. mech . phys . solids _ 64 , 154169 , 2014 ) , the originally conservative qc methodology was generalized to a virtual - power - based qc approach that includes local dissipative mechanisms . in this contribution , the virtual - power - based qc method is reformulated from a variational point of view , by employing the energy - based variational framework for rate - independent processes ( @xcite , _ rate - independent systems : theory and application _ , springer - verlag , 2015 ) . by construction it is shown that the qc method with dissipative interactions can be expressed as a minimization problem of a properly built energy potential , providing solutions equivalent to those of the virtual - power - based qc formulation . the theoretical considerations are demonstrated on three simple examples . for them we verify energy consistency , quantify relative errors in energies , and discuss errors in internal variables obtained for different meshes and two summation rules . lattice model , quasicontinuum method , variational formulation , plasticity , multiscale modelling
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the advantage of pauli - villars regularization in quantum field theory quantized on the light front is explained . simple examples of scalar @xmath0 field theory and yukawa - type model are used . we give also an example of nonperturbative calculation in the theory with pauli - villars fields , using for that a model of anharmonic oscillator modified by inclusion of ghost variables playing the role similar to pauli - villars fields . pacs : 03.70.+k , 11.10.ef . keywords : light front , hamiltonian approach , pauli - villars regularization .
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many problems in physics , material sciences , chemistry and biology can be abstractly formulated as a system that navigates over a complex energy landscape of high or infinite dimensions . well - known examples include phase transitions of condensed matter , conformational changes of biopolymers , and chemical reactions . the energy landscape typically exhibits multiscale features , giving rise to the multiscale nature of the dynamics . this is one of the main challenges that we face in computational science . in this report , we will review the recent work done by scientists from several disciplines on probing such energy landscapes . of particular interest is the analysis and computation of transition pathways and transition rates between metastable states . we will then present the string method that has proven to be very effective for some truly complex systems in material science and chemistry . 4.5 mm * 2000 mathematics subject classification : * 60 - 08 , 60f10 , 65c . * keywords and phrases : * energy landscapes , stochastic effects , rare events , transition pathways , transition rates , string method .
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we consider the quasiparticle excitations of a trapped dipolar bose - einstein condensate . by mapping these excitations onto linear and angular momentum we show that the roton modes are clearly revealed as discrete fingers in parameter space , whereas the other modes form a smooth surface . we examine the properties of the roton modes and characterize how they change with the dipole interaction strength . we demonstrate how the application of a perturbing potential can be used to engineer angular rotons , i.e. allowing us to controllably select modes of non - zero projection of angular momentum to become the lowest energy rotons .
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we investigate the hawking radiation in the gauge - higgs - yukawa theory . the ballistic model is proposed as an effective description of the system . we find that a spherical domain wall around the black hole is formed by field dynamics rather than thermal phase - transition . the formation is a general property of the black hole whose hawking temperature is equal to or greater than the energy scale of the theory . the formation of the electroweak wall and that of the gut wall are shown . we also find a phenomenon of the spontaneous charging - up of the black hole by the wall . the hawking radiation drives a mechanism of the charge - transportation into the black hole when c- and cp - violation are assumed . the mechanism can strongly transport the hyper - charge into a black hole of the electroweak scale . hep - th/0307294 wis/18/03-july - dpp hawking radiation , spherical domain wall , spontaneous charging - up 04.70.dy , 11.27.+d
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the @xmath0 , @xmath1 , @xmath2 and @xmath3 capture reactions are studied with various realistic potentials under full inclusion of final state interactions . our results for the two- and three - body break - up of @xmath4he are calculated with a variety of nucleon - nucleon potentials , among which is the av18 potential , augmented by the urbana ix three - nucleon potential . most of our results are based on the single nucleon weak current operator . as a first step , we have tested our calculation in the case of the @xmath0 and @xmath1 reactions , for which theoretical predictions obtained in a comparable framework are available . additionally , we have been able to obtain for the first time a realistic estimate for the total rates of the muon capture reactions on @xmath4he in the break - up channels : 544 s@xmath5 and 154 s@xmath5 for the @xmath6 and @xmath7 channels , respectively . our results have also been compared with the most recent experimental data , finding a rough agreement for the total capture rates , but failing to reproduce the differential capture rates .
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threat intelligence sharing has become a growing concept , whereby entities can exchange patterns of threats with each other , in the form of indicators , to a community of trust for threat analysis and incident response . however , sharing threat - related information have posed various risks to an organization that pertains to its security , privacy , and competitiveness . given the coinciding benefits and risks of threat information sharing , some entities have adopted an elusive behavior of `` free - riding '' so that they can acquire the benefits of sharing without contributing much to the community . so far , understanding the effectiveness of sharing has been viewed from the perspective of the amount of information exchanged as opposed to its quality . in this paper , we introduce the notion of quality of indicators ( qoi ) for the assessment of the level of contribution by participants in information sharing for threat intelligence . we exemplify this notion through various metrics , including correctness , relevance , utility , and uniqueness of indicators . in order to realize the notion of qoi , we conducted an empirical study and taken a benchmark approach to define quality metrics , then we obtained a reference dataset and utilized tools from the machine learning literature for quality assessment . we compared these results against a model that only considers the volume of information as a metric for contribution , and unveiled various interesting observations , including the ability to spot low quality contributions that are synonym to free riding in threat information sharing .
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with the progress of increasingly precise measurements on the neutrino mixing angles , phenomenological relations such as quark - lepton complementarity ( qlc ) among mixing angles of quarks and leptons and self - complementarity ( sc ) among lepton mixing angles have been observed . using the latest global fit results of the quark and lepton mixing angles in the standard chau - keung scheme , we calculate the mixing angles and _ cp_-violating phases in the other eight different schemes . we check the dependence of these mixing angles on the _ cp_-violating phases in different phase schemes . the dependence of qlc and sc relations on the _ cp _ phase in the other eight schemes is recognized and then analyzed , suggesting that measurements on _ cp_-violating phases of the lepton sector are crucial to the explicit forms of qlc and sc in different schemes .
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the status of the monte carlo programs for the simulation of @xmath0-lepton production and decay in high - energy accelerator experiments is reviewed . no significant changes in the organization of the programs were introduced since previous tau conference , that is why we will concentrate on some physical topics : ( i ) for tauola monte carlo generator of @xmath0-lepton decays , simulation of five scalar final states based on the hadronic current became available for the first time . as an example , simple , but realistic current for final states : @xmath1 , @xmath2 and @xmath3 is presented . the current is installed into tauola . ( ii ) for the photos monte carlo , which generates radiative corrections in arbitrary decays , new results on next to leading order corrections became available for some decay modes . the complete corrections were installed for leptonic @xmath4 and @xmath5 decays into a pair of scalars . ( iii ) during conference discussions , the importance of checking the uncertainty of the overall normalization for koralb and kkmc simulations was underlined . necessary steps to check the uncertainty and to adjust the programs to belle and babar conditions are also listed . _ presented at international workshop on tau lepton physics , tau06 pisa , italy september,2006 _ preprint 1 cm ifjpan - iv-2006 - 8
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a laboratory hard x - ray photoelectron spectroscopy ( hxps ) system equipped with a monochromatic cr k@xmath0 ( @xmath1 ev ) x - ray source was applied to an investigation of the core - level electronic structure of la@xmath2sr@xmath3mno@xmath4 . no appreciable high binding - energy shoulder in the o @xmath5 hxps spectra were observed while an enhanced low binding - energy shoulder structure in the mn @xmath6 hxps spectra were observed , both of which are manifestation of high bulk sensitivity . such high bulk sensitivity enabled us to track the mn @xmath6 shoulder structure in the full range of @xmath7 , giving us a new insight into the binding - energy shift of the mn @xmath6 core level . comparisons with the results using the conventional laboratory xps ( @xmath8 ev ) as well as those using a synchrotron radiation source ( @xmath9 ev ) demonstrate that hxps is a powerful and convenient tool to analyze the bulk electronic structure of a host of different compounds .
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in its standard formulation , quantum mechanics presents a very serious inconvenience : given a quantum system , there is no possibility at all to unambiguously ( causally ) connect a particular feature of its final state with some specific section of its initial state . this constitutes a practical limitation , for example , in numerical analyses of quantum systems , which often make necessary the use of some extra assistance from classical methodologies . here it is shown how the bohmian formulation of quantum mechanics removes the ambiguity of quantum mechanics , providing a consistent and clear answer to such a question without abandoning the quantum framework . more specifically , this formulation allows to define probability tubes , along which the enclosed probability keeps constant in time all the way through as the system evolves in configuration space . these tubes have the interesting property that once their boundary is defined at a given time , they are uniquely defined at any time . as a consequence , it is possible to determine final restricted ( or partial ) probabilities directly from localized sets of ( bohmian ) initial conditions on the system initial state . here , these facts are illustrated by means of two simple yet physically insightful numerical examples : tunneling transmission and grating diffraction . bohmian mechanics ; quantum flux ; quantum density current ; probability tube ; separatrix 03.65.-w , 03.65.ca , 03.65.nk , 03.75.-b , 03.65.xp
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a quantum mechanical model of two interacting electrons in graphene is considered . we concentrate on the case of zero total momentum of the pair . we show that the dynamics of the system is very unusual . both stationary and time - dependent problems are considered . it is shown that the complete set of the wave functions with definite energy includes the new functions , previously overlooked . the time evolution of the wave packet , corresponding to the scattering problem setup , leads to the appearance of the localized state at large time . the asymptotics of this state is found analytically . we obtain the lower bound of the life time of this state , which is connected with the breakdown of the continuous model on the lattice scale . the estimate of this bound gives one a hope to observe the localized states in the experiment .
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a non perturbative approach to the solution of the time dependent , two center dirac equation is presented with a special emphasis on the proper treatment of the potential of the nuclei . in order to account for the full multipole expansion of this potential , we express eigenfunctions of the two center hamiltonian in terms of well known solutions of the `` monopole '' problem that employs solely the spherically symmetric part of the interaction . when combined with the coupled channel method , such a wavefunction expansion technique allows for an accurate description of the electron dynamics in the field of moving ions for a wide range of internuclear distances . to illustrate the applicability of the proposed approach , the probabilities of the @xmath0 as well as @xmath1 shell ionization of hydrogen like ions in the course of nuclear @xmath2-decay and slow ion ion collisions have been calculated . # 1 @xmath3 # 1 # 1 # 1 @xmath4 # 1 # 1 # 1#2 @xmath5 # 1#2 # 1 . # 2 # 1#2#3 @xmath6 # 1#2#3 # 1 # 2 # 3 # 1#2#3 @xmath7 # 1#2#3 # 1 # 2 # 3 # 1#2#3#4#5#6 @xmath8 # 1#2#3#4#5#6 ( ) # 1#2#3#4#5#6 @xmath9 # 1#2#3#4#5#6 \ { } # 1#2#3#4#5#6#7#8#9 \ { } [ 1]d .. #1
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classification of complex wave functions of infinite variables is an important problem since it is related to the classification of possible quantum states of matter . in this paper , we propose a way to classify symmetric polynomials of infinite variables using the pattern of zeros of the polynomials . such a classification leads to a construction of a class of simple non - abelian quantum hall states which are closely related to parafermion conformal field theories .
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we investigate the helically - propagating edge states associated with pseudo - landau levels in strained graphene . we derive a general criterion for the existence of these propagating edge states and we verify our criterion using numerical simulations of both uni - axially and trigonally strained honeycomb lattices . we show that the propagation of the helical edge state can be controlled by engineering the shape of the edges . our result opens up an avenue toward the precise control of edge current through manipulation of the edge shape .
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in this article , we study the coherent pion production in the neutrino - nucleus interaction in the resonance region using the formalism based on the partially conserved axial current ( pcac ) theorem which relates the neutrino - nucleus cross section to the pion - nucleus elastic cross section . the pion nucleus elastic cross section is calculated using the glauber model in terms of pion - nucleon cross sections obtained by parameterizing the experimental data . we calculate the differential and integrated cross sections for charged current coherent pion production in neutrino carbon scattering . the results of integrated cross - section calculations are compared with the measured data . predictions for the differential and integrated cross sections for coherent pion productions in neutrino - iron scattering using above formalism are also made .
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we further investigate , in the planar limit of @xmath0 supersymmetric yang mills theories , the high energy regge behavior of six - point mhv scattering amplitudes . in particular , for the new regge cut contribution found in our previous paper , we compute in the leading logarithmic approximation ( lla ) the energy spectrum of the bfkl equation in the color octet channel , and we calculate explicitly the two loop corrections to the discontinuities of the amplitudes for the transitions @xmath1 and @xmath2 . we find an explicit solution of the bfkl equation for the octet channel for arbitrary momentum transfers and investigate the intercepts of the regge singularities in this channel . as an important result we find that the universal collinear and infrared singularities of the bds formula are not affected by this regge - cut contribution . any improvement of the bds formula should reproduce this cut to all orders in the coupling . cern ph th/2008125 + desy08073 + ift uam / csic0911
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we searched a short - term radio variability in an active galactic nucleus pks 1510@xmath0089 . a daily flux monitoring for 143 days at 8.4 ghz was performed , and vlbi observations at 8.4 , 22 , and 43 ghz were carried out 4 times during the flux monitoring period . as a result , variability with time scale of 20 to 30 days was detected . the variation patterns were well alike on three frequencies , moreover those at 22 and 43 ghz were synchronized . these properties support that this short - term variability is an intrinsic one . the doppler factor estimated from the variability time scale is 47 . since the doppler factor is not extraordinary large for agn , such intrinsic variability with time scale less than 30 days would exist in other agns .
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in this paper we discuss wild embeddings like alexanders horned ball and relate them to fractal spaces . we build a @xmath0-algebra corresponding to a wild embedding . we argue that a wild embedding is the result of a quantization process applied to a tame embedding . therefore quantum states are directly the wild embeddings . then we give an example of a wild embedding in the 4-dimensional spacetime . we discuss the consequences for cosmology .
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identification and alignment of three - dimensional folding of proteins may yield useful information about relationships too remote to be detected by conventional methods , such as sequence comparison , and may potentially lead to prediction of patterns and motifs in mutual structural fragments . with the exponential increase of structural proteomics data , the methods that scale with the rate of increase of data lose efficiency . hence , new methods that reduce the computational expense of this problem should be developed . we present a novel framework through which we are able to find and align protein structure neighbors via hierarchical clustering and entropy - based query search , and present a web - based protein database search and alignment tool to demonstrate the applicability of our approach . the resulting method replicates the results of the current gold standard with a minimal loss in sensitivity in a significantly shorter amount of time , while ameliorating the existing web workspace of protein structure comparison with a customized and dynamic web - based environment . our tool serves as both a functional industrial means of protein structure comparison and a valid demonstration of heuristics in proteomics .
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we propose a scalable approach to building cluster states of matter qubits using coherent states of light . recent work on the subject relies on the use of single photonic qubits in the measurement process . these schemes can be made robust to detector loss , spontaneous emission and cavity mismatching but as a consequence the overhead costs grow rapidly , in particular when considering single photon loss . in contrast , our approach uses continuous variables and highly efficient homodyne measurements . we present a two - qubit scheme , with a simple bucket measurement system yielding an entangling operation with success probability 1/2 . then we extend this to a three - qubit interaction , increasing this probability to 3/4 . we discuss the important issues of the overhead cost and the time scaling . this leads to a no - measurement " approach to building cluster states , making use of geometric phases in phase space .
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realistic stellar atmospheric models of two typical metal - poor giant stars in omega centauri that include a chromosphere ( chr ) influence the formation of optical lines of : the forbidden lines ( @xmath06300 , @xmath06363 ) and the infrared triplet ( @xmath0@xmath07771@xmath17775 ) . one - dimensional semi - empirical non - lte models are constructed based on observed balmer lines . a full non - lte formulation is applied in evaluating line strengths of o i including photoionization by the lyman continuum and photoexcitation by ly-@xmath2 and ly-@xmath3 . chromospheric models ( chr ) yield forbidden oxygen transitions that are stronger than in radiative / convective equilibrium ( rce ) models . the triplet oxygen lines from high levels also appear stronger than produced in an rce model . the inferred oxygen abundance from realistic chr models for these two stars is decreased by factors @xmath43 as compared to values derived from rce models . a lower oxygen abundance suggests that intermediate mass agb stars contribute to the observed abundance pattern in globular clusters . a change in the oxygen abundance of metal - poor field giants could affect models of deep mixing episodes on the red giant branch . changes in the oxygen abundance can impact other abundance determinations critical to astrophysics including chemical tagging techniques and galactic chemical evolution .
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physical geometry studies mutual disposition of geometrical objects and points in space , or space - time , which is described by the distance function @xmath0 , or by the world function @xmath1 . one suggests a new general method of the physical geometry construction . the proper euclidean geometry is described in terms of its world function @xmath2 . any physical geometry @xmath3 is obtained from the euclidean geometry as a result of replacement of the euclidean world function @xmath2 by the world function @xmath4 of @xmath3 . this method is very simple and effective . it introduces a new geometric property : nondegeneracy of geometry . using this method , one can construct deterministic space - time geometries with primordially stochastic motion of free particles and geometrized particle mass . such a space - time geometry defined properly ( with quantum constant as an attribute of geometry ) allows one to explain quantum effects as a result of the statistical description of the stochastic particle motion ( without a use of quantum principles ) .
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with the rapid growth of smartphone and tablet users , device - to - device ( d2d ) communications have become an attractive solution for enhancing the performance of traditional cellular networks . however , relevant security issues involved in d2d communications have not been addressed yet . in this paper , we investigate the security requirements and challenges for d2d communications , and present a secure and efficient key agreement protocol , which enables two mobile devices to establish a shared secret key for d2d communications without prior knowledge . our approach is based on the diffie - hellman key agreement protocol and commitment schemes . compared to previous work , our proposed protocol introduces less communication and computation overhead . we present the design details and security analysis of the proposed protocol . we also integrate our proposed protocol into the existing wi - fi direct protocol , and implement it using android smartphones . d2d communications ; diffie - hellman ; wi - fi direct ; key agreement protocol ; the man - in - the - middle attack
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the grand partition function of a model of confined quarks is exactly calculated at arbitrary temperatures and quark chemical potentials . the model is inspired by a softly brst - broken version of qcd and possesses a quark mass function compatible with nonperturbative analyses of lattice simulations and dyson - schwinger equations . even though the model is defined at tree level , we show that it produces a nontrivial and stable thermodynamic behaviour at any temperature or chemical potential . results for the pressure , the entropy and the trace anomaly as a function of the temperature are qualitatively compatible with the effect of nonperturbative interactions as observed in lattice simulations . the finite density thermodynamics is also shown to contain nontrivial features , being far away from an ideal gas picture .
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we describe the design of a suite of software tools to allow users to query gamma ray burst ( grb ) data and perform data mining expeditions . we call this suite of tools a shed ( * sh*ell for * e*xpeditions using * d*atamining ) . our schedule is to have a completed prototype ( funded via the nasa aisrp ) by february , 2002 . meanwhile , interested users will find a partially functioning tool shed at http://grb.mankato.msus.edu .
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we discuss the use of langevin molecular dynamics in the investigation of the non - equilibrium properties of disordered vortex matter . our special focus is set on values of system parameters that are realistic for disordered high-@xmath0 superconductors such as ybco . using a discretized elastic line model , we study different aspects of vortices far from thermal equilibrium . on the one hand we investigate steady - state properties of driven magnetic flux lines in a disordered environment , namely the current - voltage characteristics , the gyration radius , and the pinning time statistics . on the other hand we study the complex relaxation processes and glassy - like dynamics that emerge in type - ii superconductors due to the intricate competition between the long - range vortex - vortex repulsion and flux pinning due to randomly placed point defects . to this end we consider different types of sudden perturbations : temperature , magnetic field , and external current quenches . langevin molecular dynamics ; disordered vortex matter ; type - ii superconductors ; pinning statistics ; relaxation processes
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recent interesting experiments used scanning tunneling microscopy to study systems involving kondo impurities in quantum corrals assembled on cu or noble metal surfaces . the solution of the two - dimensional one - particle schrdinger equation in a hard wall corral without impurity is useful to predict the conditions under which the kondo effect can be projected to a remote location ( the quantum mirage ) . to model a soft circular corral , we solve this equation under the potential @xmath0 , where @xmath1 is the distance to the center of the corral and @xmath2 its radius . we expand the green s function of electron surface states @xmath3 for @xmath4 as a discrete sum of contributions from single poles at energies @xmath5 . the imaginary part @xmath6 is the half - width of the resonance produced by the soft confining potential , and turns out to be a simple increasing function of @xmath7 . in presence of an impurity , we solve the anderson model at arbitrary temperatures using the resulting expression for @xmath3 and perturbation theory up to second order in the coulomb repulsion @xmath8 . we calculate the resulting change in the differential conductance @xmath9 as a function of voltage and space , in circular and elliptical corrals , for different conditions , including those corresponding to recent experiments . the main features are reproduced . the role of the direct hybridization between impurity and bulk , the confinement potential , the size of the corral and temperature on the intensity of the mirage are analyzed . we also calculate spin - spin correlation functions .
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we analyzed the @xmath0 on @xmath1 reaction at @xmath2 mev / nucleon in the aim of disentangling binary sequential decay and multifragmentation decay close to the energy threshold , i.e. @xmath3 mev / nucleon . using the backtracing technique applied to the statistical models gemini and smm we reconstruct simulated charge , mass and excitation energy distributions and compare them to the experimental ones . we show that data are better described by smm than by gemini in agreement with the fact that multifragmentation is responsible for fragment production at excitation energies around @xmath4 mev / nucleon . , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , , -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm -0.15 cm backtracing technique , multifragmentation , binary sequential , excitation energy , smm , gemini 25.70.-z 25.70.pq 24.10.pa
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we use a three - dimensional magnetohydrodynamic simulation of the solar wind to calculate cosmic ray diffusion coefficients throughout the inner heliosphere ( @xmath0 au ) . the simulation resolves large - scale solar wind flow , which is coupled to small - scale fluctuations through a turbulence model . simulation results specify background solar wind fields and turbulence parameters , which are used to compute diffusion coefficients and study their behavior in the inner heliosphere . the parallel mean free path is evaluated using quasi - linear theory , while the perpendicular mean free path is determined by non - linear guiding center theory with the random ballistic interpretation . several runs examine varying turbulent energy and different solar source dipole tilts . we find that for most of the inner heliosphere , the radial mean free path ( mfp ) is dominated by diffusion parallel to the mean magnetic field ; the parallel mfp remains at least an order of magnitude larger than the perpendicular mfp , except in the heliospheric current sheet , where the perpendicular mfp may be a few times larger than the parallel mfp ; in the ecliptic region , the perpendicular mfp may influence the radial mfp at heliocentric distances larger than 1.5 au ; our estimations of the parallel mfp in the ecliptic region at 1 au agree well with the palmer consensus " range of @xmath1 au ; solar activity increases perpendicular diffusion and reduces parallel diffusion ; the parallel mfp varies with rigidity @xmath2 as @xmath3 , and the perpendicular mfp is weakly dependent on @xmath4 ; the mfps are weakly influenced by the choice of long wavelength power spectra .
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we investigate the close environment of 203 _ spitzer _ @xmath0-selected sources at @xmath1 using zcosmos - bright redshifts and spectra of @xmath2 ab mag galaxies , over 1.5 deg@xmath3 of the cosmos field . we quantify the degree of passivity of the lirg and ulirg environments by analysing the fraction of close neighbours with @xmath4 . we find that lirgs at @xmath5 live in more passive environments than those of other optical galaxies that have the same stellar mass distribution . instead , ulirgs inhabit more active regions ( e.g. lirgs and ulirgs at @xmath5 have , respectively , @xmath6 and @xmath7 of neighbours with @xmath4 within 1 mpc and @xmath8 ) . the contrast between the activities of the close environments of lirgs and ulirgs appears especially enhanced in the cosmos field density peak at @xmath9 , because lirgs on this peak have a larger fraction of passive neighbours , while ulirgs have as active close environments as those outside the large - scale structure . the differential environmental activity is related to the differences in the distributions of stellar mass ratios between lirgs / ulirgs and their close neighbours , as well as in the general local density fields . at @xmath10 , instead , we find no differences in the environment densities of ulirgs and other similarly massive galaxies , in spite of the differential activities . we discuss a possible scenario to explain these findings .
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we consider fermion - dimer scattering in the presence of a large positive scattering length in the frame of functional renormalization group equations . a flow equation for the momentum dependent fermion - dimer scattering amplitude is derived from first principles in a systematic vertex expansion of the exact flow equation for the effective action . the resummation obtained from the nonperturbative flow is shown to be equivalent to the one performed by the integral equation by skorniakov and ter - martirosian ( stm ) . the flow equation approach allows to integrate out fermions and bosons simultaneously , in line with the fact that the bosons are not fundamental but build up gradually as fluctuation induced bound states of fermions . in particular , the stm result for atom - dimer scattering is obtained by choosing the relative cutoff scales of fermions and bosons such that the fermion fluctuations are integrated out already at the initial stage of the rg evolution .
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we study unitarity and renormalizability in the lifshitz scalar field theory , which is characterized by an anisotropic scaling between the space and time directions . without the lorentz symmetry , both the unitarity and the renormalizability conditions are modified from those in relativistic theories . we show that for renormalizability , an extended version of the power counting condition is required in addition to the conventional one . the unitarity bound for s - matrix elements also gives stronger constraints on interaction terms because of the reference frame dependence of scattering amplitudes . we prove that both unitarity and renormalizability require identical conditions as in the case of conventional relativistic theories . 5em @xmath0 , takeo inami@xmath1 , keisuke izumi@xmath2 , and tomotaka kitamura@xmath3 3em @xmath0 _ department of physics , and research and education center for natural sciences , + keio university , hiyoshi 4 - 4 - 1 , kanagawa 223 - 8521 , japan _ @xmath4 _ department of physics , national taiwan university , taipei , taiwan _ @xmath5 _ riken nishina center , saitama , japan _ @xmath2 _ departament de fsica fonamental , institut de cincies del cosmos ( iccub ) , + universitat de barcelona , mart i franqus 1 , e-08028 barcelona , spain _ @xmath3 _ department of physics , waseda university , shinjuku , tokyo , japan _ 3em 2em
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using standard definitions of chaos ( as positive kolmogorov - sinai entropy ) and diffusion ( that multiple time distribution functions are gaussian ) , we show numerically that both chaotic and nonchaotic systems exhibit diffusion , and hence that there is no direct logical connection between the two properties . this extends a previous result for two time distribution functions .
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we define and study the properties of observables associated to any link in @xmath0 ( where @xmath1 is a compact surface ) using the combinatorial quantization of hamiltonian chern - simons theory . these observables are traces of holonomies in a non commutative yang - mills theory where the gauge symmetry is ensured by a quantum group . we show that these observables are link invariants taking values in a non commutative algebra , the so called moduli algebra . when @xmath2 these link invariants are pure numbers and are equal to reshetikhin - turaev link invariants . preprint cpth : rr 367 - 07 - 95 # 1#1v #1#1l #1#1p # 1#1s # 1#1 # 1#1q 00u u#1#1u # 1#1 # 1#1 w # 1#1z # 1r^(#1 ) # 1#2#1 ^(#2 ) # 1u^(#1 ) # 1#2#1 ^(#2 ) # 1#1 # 1#2#1 # 2 r # 1#2#1 # 2 # 1#2#1 # 2 ^-1 # 1#2#1#2 # 1#2#1#2 # 1 u # 1 a # 1_#1 # 1_#1 # 1u(#1 ) # 1u(#1 ) # 1#2#3#4#5#6#7(.)_#7^ # 1#2#3#4#5#6#7(.)_#7^
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we present deep h@xmath0 images of portions of the x - ray bright but optically faint galactic supernova remnant g156.2 + 5.7 , revealing numerous and delicately thin nonradiative filaments which mark the location of the remnant s forward shock . these new images show that these filaments have a complex structure not visible on previous lower resolution optical images . by comparing h@xmath0 images taken in 2004 at the mcdonald observatory and in 20152016 at the kiso observatory , we set a stringent 1-@xmath1 upper limit of expansion to be 0@xmath2 yr@xmath3 . this proper motion , combined with a shock speed of 500kms@xmath3 inferred from x - ray spectral analyses , gives a distance of @xmath41.7kpc . in addition , a simple comparison of expansion indices of several snrs allows us to infer the age of the remnant to be a few 10,000yr old . these estimates are more straightforward and reliable than any other previous studies , and clearly rule out a possibility that g156.2 + 5.7 is physically associated with part of the taurus - auriga cloud and dust complex at a distance of 200300pc .
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the organization of interactions in complex systems can be described by networks connecting different units . these graphs are useful representations of the local and global complexity of the underlying systems . the origin of their topological structure can be diverse , resulting from different mechanisms including multiplicative processes and optimization . in spatial networks or in graphs where cost constraints are at work , as it occurs in a plethora of situations from power grids to the wiring of neurons in the brain , optimization plays an important part in shaping their organization . in this paper we study network designs resulting from a pareto optimization process , where different simultaneous constraints are the targets of selection . we analyze three variations on a problem finding phase transitions of different kinds . distinct phases are associated to different arrangements of the connections ; but the need of drastic topological changes does not determine the presence , nor the nature of the phase transitions encountered . instead , the functions under optimization do play a determinant role . this reinforces the view that phase transitions do not arise from intrinsic properties of a system alone , but from the interplay of that system with its external constraints .
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we study the effect of non - radial motions on the mass function , the vdf and on the shape of clusters of galaxies using the model introduced in del popolo & gambera ( 1998a , b ; 1999 ) . the mass function of clusters , obtained using the quoted model , is compared with the statistical data by bahcall & cen ( 1992 ) and girardi et al . ( 1998 ) , while the vdf is compared with the cfa data by zabludoff et al . ( 1993 ) for local clusters . in both cases the model predictions are in good agreement with the observational data showing once more how non - radial motions can reduce many of the discrepancies between cdm model predictions and observational data . besides we study the effect of non - radial motions on the intrinsic shape of clusters of galaxies showing that non - radial motions produce clusters less elongated with respect to cdm model .
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the abundance of both amorphous and crystalline silicates in very small grains is limited by the fact that the 10@xmath0 m silicate emission feature is not detected in the diffuse ism . on the basis of the observed ir emission spectrum for the diffuse ism , the observed ultraviolet extinction curve , and the 10@xmath0 m silicate absorption profile , we obtain upper limits on the abundances of ultrasmall ( @xmath1 ) amorphous and crystalline silicate grains . contrary to previous work , as much as @xmath220% of interstellar si could be in @xmath1 silicate grains without violating observational constraints . not more than @xmath25% of the si can be in crystalline silicates ( of any size ) .
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we present a method for fast optimal estimation of the temperature angular power spectrum from observations of the cosmic microwave background . we employ a hamiltonian monte carlo ( hmc ) sampler to obtain samples from the posterior probability distribution of all the power spectrum coefficients given a set of observations . we compare the properties of the hmc and the related gibbs sampling approach on low - resolution simulations and find that the hmc method performs favourably even in the regime of relatively low signal - to - noise . we also demonstrate the method on high - resolution data by applying it to simulated _ wmap _ data . analysis of a _ wmap_-sized data set is possible in a around eighty hours on a high - end desktop computer . hmc imposes few conditions on the distribution to be sampled and provides us with an extremely flexible approach upon which to build . [ firstpage ] cosmic microwave background methods : data analysis methods : statistical
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nuclear interactions of antiprotons in atomic states are discussed . the total as well as partial widths for single nucleon capture events are calculated . these are compared to the x - ray and recent single nucleon capture data . the rates of the neutron or proton captures test nuclear density distributions at the extreme nuclear surface . recently found cases of neutron and proton haloes are analysed .
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we present a short general overview of the main features of exotic models of neutron stars , focusing on the structural and dynamical predictions derived from them . in particular , we discuss the presence of `` normal '' quark matter and color - flavor locked ( cfl ) states , including their possible self - bound versions , and mention some different proposals emerging from the study of qcd microphysics . a connection with actual observed data is the main goal to be addressed at this talk and along the meeting . it is demonstrated that exotic equations of state are _ not _ soft if the vacuum contributions are large enough , and argued that recent measurements of high pulsar masses ( @xmath0 ) create problems for _ hadronic _ models in which hyperons should be present .
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a recent measurement of the dielectronic recombination ( dr ) of w@xmath0 [ schippers phys . rev . a * 83 * , 012711 ( 2011 ) ] found an exceptionally large contribution from near threshold resonances ( @xmath1 ev ) . this still affected the maxwellian rate coefficient at much higher temperatures . the experimental result was found to be a factor 4 or more than that currently in use in the @xmath2ev range which is of relevance for modeling magnetic fusion plasmas . we have carried - out dr calculations with autostructure which include all significant single electron promotions . our intermediate coupling results are more than a factor of 4 larger than our @xmath3-coupling ones at 1 ev but still lie a factor 3 below experiment here . if we assume complete ( chaotic ) mixing of near - threshold autoionizing states then our results come into agreement ( to within 20% ) with experiment below @xmath4 ev . our total ic maxwellian rate coefficients are 5030% smaller than those based - on experiment over 100300 ev .
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because of their universal nature , fano fluctuations are expected to influence the response of superconducting nanowire single - photon detectors ( snspds ) . we predict that photon counting rate ( @xmath0 ) as a function of bias current ( @xmath1 ) in snspds is described by an integral over a transverse coordinate - dependent complementary error function . the latter describes smearing of local responses due to fano fluctuations of the amount of energy deposited into electronic system . the finite width , @xmath2 , of the @xmath0 vs @xmath1 arises from fluctuations in the energy partition between quasiparticles and phonons during the energy down - conversion cascade . in narrow - nanowire snspds the local responses are uniform , and the effect of fano - fluctuations on @xmath2 is dominant . in wide - nanowire snspds with strong coordinate dependence of local responses due to vortex - antivortex unbinding and vortex entry from edges , fano - fluctuations smear singularities imprinted by vorticity on the transition part of @xmath0 curve . we demonstrate good agreement between theory and experiments for a series of bath temperatures and photon energies in narrow - wire wsi snspds . the time - resolved hotspot relaxation curves predicted by fano fluctuations match the lorentzian shapes observed in experiments over the whole range of bias currents investigated except for their tails .
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we present a family of dynamic rotating cylindrically symmetric ricci - flat gravitational fields whose geodesic motions have the structure of gravitomagnetic jets . these correspond to helical motions of free test particles up and down parallel to the axis of cylindrical symmetry and are reminiscent of the motion of test charges in a magnetic field . the speed of a test particle in a gravitomagnetic jet asymptotically approaches the speed of light . moreover , numerical evidence suggests that jets are attractors . the possible implications of our results for the role of gravitomagnetism in the formation of astrophysical jets are briefly discussed .
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paradoxes in the impact dynamics of rigid bodies are known to arise in the presence of friction . we show here that , on specific occasions , in the absence of friction , the conservation laws of classical mechanics can also be incompatible with the collisions of smooth , strictly convex rigid bodies .
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the large number of close - in jupiter - size exoplanets prompts the question whether star planet interaction ( spi ) effects can be detected . we focused our attention on the system hd17156 , having a jupiter - mass planet in a very eccentric orbit . here we present results of the _ xmm - newton _ observations and of a five months coordinated optical campaign with the harps - n spectrograph . we observed hd17156 with _ xmm - newton_when the planet was approaching the apoastron and then at the following periastron passage , quasi simultaneously with harps - n . we obtained a clear ( @xmath0 ) x - ray detection only at the periastron visit , accompanied by a significant increase of the @xmath1 chromospheric index . we discuss two possible scenarios for the activity enhancement : magnetic reconnection and flaring or accretion onto the star of material tidally stripped from the planet . in any case , this is possibly the first evidence of a magnetic spi effect caught in action .
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lotka volterra model and its modified forms have long become a major area of interest for periodic motions in nonlinear systems with competitive species . the model given by volterra shows that its periodicity is dependent on initial condition . this characteristics allows us to calculate the effect of periodic seasonal changes on population densities of different species .
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we present an observation of xmm - newton that unambiguously reveals the `` seyfert 2 '' nature of the broad line radio galaxy 3c 445 . for the first time the soft excess of this source has been resolved . it consists of unobscured scattered continuum flux and emission lines , likely produced in a warm photoionized gas near the pole of an obscuring torus . the presence of circumnuclear ( likely stratified ) matter is supported by the complex obscuration of the nuclear region . seventy percent of the nuclear radiation ( first component ) is indeed obscured by a column density @xmath0 @xmath1 , and @xmath2 ( second component ) is filtered by @xmath3 @xmath1 . the first component is nuclear radiation directly observed by transmission through the thicker regions . the second one is of more uncertain nature . if the observer has a deep view into the nucleus but near the edge of the torus , it could be light scattered by the inner wall of the torus and/or by photoionized gas within the broad line region observed through the thinner rim of the circumnuclear matter . -.8 in
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we describe a godunov - type magnetohydrodynamic ( mhd ) code based on the miyoshi & kusano ( 2005 ) solver which can be used to solve various astrophysical hydrodynamic and mhd problems . the energy equation is in the form of entropy conservation . the code has been implemented on several different coordinate systems : 2.5d axisymmetric cylindrical coordinates , 2d cartesian coordinates , 2d plane polar coordinates , and fully 3d cylindrical coordinates . viscosity and diffusivity are implemented in the code to control the accretion rate in the disk and the rate of penetration of the disk matter through the magnetic field lines . the code has been utilized for the numerical investigations of a number of different astrophysical problems , several examples of which are shown . numerical methods , codes , magnetohydrodynamics
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we decipher intrinsic three - dimensional shape distributions of molecular clouds , cloud cores , bok globules , and condensations using recently compiled catalogues of observed axis ratios for these objects mapped in carbon monoxide , ammonia , through optical selection , or in continuum dust emission . we apply statistical techniques to compare assumed intrinsic axis ratio distributions with observed projected axis ratio distributions . intrinsically triaxial shapes produce projected distributions which agree with observations . molecular clouds mapped in @xmath0co are intrinsically triaxial but more nearly prolate than oblate , while the smaller cloud cores , bok globules , and condensations are also intrinsically triaxial but more nearly oblate than prolate .
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the nuclear liquid - gas phase transition of the system in ideal thermal equilibrium is studied with antisymmetrized molecular dynamics . the time evolution of a many - nucleon system confined in a container is solved for a long time to get a microcanonical ensemble of a given energy and volume . the temperature and the pressure are extracted from this ensemble and the caloric curves are constructed . the present work is the first time that a microscopic dynamical model which describes nuclear multifragmentation reactions well is directly applied to get the nuclear caloric curve . the obtained constant pressure caloric curves clearly show the characteristic feature of the liquid - gas phase transition , namely negative heat capacity ( backbending ) , which is expected for the phase transition in finite systems .
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there are two distinct approaches to the study of initial value problem of the periodic box - ball systems . one way is the rigged configuration approach due to kuniba takagi takenouchi and another way is the 10-elimination approach due to mada idzumi tokihiro . in this paper , we describe precisely interrelations between these two approaches . + mathematics subject classification ( 2000 ) 17b37 , 37k15 , 05e15 . + key words and phrases : crystal basis , periodic box - ball system , combinatorics . @xmath0 + + + + + + + + + +
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the increasing deployment of sensor networks , ranging from home networks to industrial automation , leads to a similarly growing demand for storing and processing the collected sensor data . to satisfy this demand , the most promising approach to date is the utilization of the dynamically scalable , on - demand resources made available via the cloud computing paradigm . however , prevalent security and privacy concerns are a huge obstacle for the outsourcing of sensor data to the cloud . hence , sensor data needs to be secured properly before it can be outsourced to the cloud . when securing the outsourcing of sensor data to the cloud , one important challenge lies in the representation of sensor data and the choice of security measures applied to it . in this paper , we present the sensorcloud protocol , which enables the representation of sensor data and actuator commands using json as well as the encoding of the object security mechanisms applied to a given sensor data item . notably , we solely utilize mechanisms that have been or currently are in the process of being standardized at the ietf to aid the wide applicability of our approach .
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given a set @xmath0 of community detection algorithms and a graph @xmath1 as inputs , we propose two ensemble methods endisco and medoc that ( respectively ) identify disjoint and overlapping communities in @xmath1 . endisco transforms a graph into a latent feature space by leveraging multiple base solutions and discovers disjoint community structure . medoc groups similar base communities into a _ meta - community _ and detects both disjoint and overlapping community structures . experiments are conducted at different scales on both synthetically generated networks as well as on several real - world networks for which the underlying ground - truth community structure is available . our extensive experiments show that both algorithms outperform state - of - the - art non - ensemble algorithms by a significant margin . moreover , we compare endisco and medoc with a recent ensemble method for disjoint community detection and show that our approaches achieve superior performance . to the best of our knowledge , medoc is the first _ ensemble approach _ for overlapping community detection .
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we present a new modeling tool for planetary nebulae , based on 3d photoionization calculations . our goal is to show that all the information provided by observations , regarding kinematics and morphology , have to be consistently accounted for , in order to get a real insight of the object . only 3d simulations offer this possibility . from models for two theoretical pne , we show that the enhancement in the equatorial zone observed in several pne is not necessarily due to a density gradient , as usually interpreted . it is also shown that asymmetric velocity profiles often observed ( e.g. , gesicki et al . 1998 ) can be easily reproduced . observations providing a better insight on the morphology of the pn are discussed .
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we have shown that the born rule @xmath0 is inconsistent with lorentz symmetry of the salpeter equation ( square root klein - gordon equation ) . so we find relativistic modification of the born rule as @xmath1 , which is consistent with lorentz symmetry of this equation .
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we present a parametric space study of the decay of turbulence in rotating flows combining direct numerical simulations , large eddy simulations , and phenomenological theory . several cases are considered : ( 1 ) the effect of varying the characteristic scale of the initial conditions when compared with the size of the box , to mimic `` bounded '' and `` unbounded '' flows ; ( 2 ) the effect of helicity ( correlation between the velocity and vorticity ) ; ( 3 ) the effect of rossby and reynolds numbers ; and ( 4 ) the effect of anisotropy in the initial conditions . initial conditions include the taylor - green vortex , the arnold - beltrami - childress flow , and random flows with large - scale energy spectrum proportional to @xmath0 . the decay laws obtained in the simulations for the energy , helicity , and enstrophy in each case can be explained with phenomenological arguments that consider separate decays for two - dimensional and three - dimensional modes , and that take into account the role of helicity and rotation in slowing down the energy decay . the time evolution of the energy spectrum and development of anisotropies in the simulations are also discussed . finally , the effect of rotation and helicity in the skewness and kurtosis of the flow is considered .
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we investigate the correspondence between superstring theory on pp - wave background with nsns - flux and superconformal field theory on a symmetric orbifold . this correspondence can be regarded as the `` penrose limit '' of @xmath0 correspondence . superstring theory on the penrose limit of @xmath1 ( @xmath2 or @xmath3 ) with nsns - flux can be described by a generalization of nappi - witten model . we quantize this system in the covariant gauge and obtain the spectrum of superstring theory . in the dual cft point of view , the penrose limit means concentrating on the subsector of almost bps states with large r - charges . we show that stringy states can be embedded in the single - particle hilbert space of symmetric orbifold theory . = cmcsc10 scaled1 = cmr10 scaled4 = cmmi10 scaled4 = cmmi7 scaled4 superstrings on nsns pp - waves and their cft duals 2 truecm yasuaki hikida + [email protected] .6 truecm 2 truecm a dissertation presented to the faculty of university of tokyo + in candidacy for the degree of doctor of science + .6 truecm december 20 , 2002 .4 truecm 0.5 truecm 0.5 truecm
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understanding the stability of the magnetic field in radiation zones is of crucial importance for various processes in stellar interior like mixing , circulation and angular momentum transport . the stability properties of a star containing a prominent toroidal field in a radiation zone is investigated by means of a linear stability analysis in the boussinesq approximation taking into account the effect of thermal conductivity . the growth rate of the instability is explicitly calculated and the effects of stable stratification and heat transport are discussed in detail . it is argued that the stabilizing influence of gravity can never entirely suppress the instability caused by electric currents in radiation zones although the stable stratification can significantly decrease the growth rate of instability
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non - linear effects in the evolution of the axion field in the early universe may lead to the formation of gravitationally bound clumps of axions , known as `` miniclusters . '' minicluster masses and radii should be in the range @xmath0 and @xmath1 cm , and in plausible early - universe scenarios a significant fraction of the mass density of the universe may be in the form of axion miniclusters . if such axion miniclusters exist , they would have the physical properties required to be detected by `` femtolensing . '' = 9.1 in 7.3 in = 0.3 in = -0.4 in = -0.4 in # 1#23.6pt
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oscillations are ubiquitous phenomena in biological systems . conventional models of biological periodic oscillations usually invoke interconnecting transcriptional feedback loops . some specific proteins function as transcription factors , which in turn negatively regulate the expression of the genes that encode these `` clock proteins '' . these loops may lead to rhythmic changes in gene expression in a cell . in the case of multi - cellular tissue , collective oscillation is often due to synchronization of these cells , which manifest themselves as autonomous oscillators . in contrast , we propose here a different scenario for the occurrence of collective oscillation in a group of _ non - oscillatory _ cells . neither periodic external stimulation nor pacemaker cells with intrinsically oscillator are included in present system . by adopting a spatially inhomogeneous active factor , we observe and analyze a coupling - induced oscillation , inherent to the phenomenon of wave propagation due to intracellular communication .
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results for monte carlo calculations of the electromagnetic vector and scalar form factors of the pion in a quenched simulation are presented . we work with two different lattice volumes up to a spatial size of 2.4 fm at a lattice spacing of 0.148 fm . the pion form factors in the space - like region are determined for pion masses down to 340 mev .
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the continuous - time quantum monte carlo method is applied to the interacting resonant level model ( irlm ) using double expansion with respect to coulomb interaction @xmath0 and hybridization @xmath1 . thermodynamics of the irlm without spin is equivalent to the anisotropic kondo model in the low - energy limit . exact dynamics and thermodynamics of the irlm are derived numerically for a wide range of @xmath0 with a given value of @xmath1 . for negative @xmath0 , excellent agreement including a quantum critical point is found with a simple scaling formula that deals with @xmath1 in the lowest - order , and @xmath0 up to infinite order . as @xmath0 becomes positive and large , lower order scaling results deviate from exact numerical results . possible relevance of the results is discussed to certain samarium compounds with unusual heavy - fermion behavior .
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we address the problem of identifying remnants of satellite galaxies in the halo of our galaxy with gaia data . we make use of n - body simulations of dwarf galaxies being disrupted in the halo of our galaxy combined with a monte carlo model of the milky way galaxy . the models are converted to a simulated gaia catalogue containing a realistic number ( @xmath0@xmath1 ) of stars . the simulated catalogue can be used to study how to handle the large data set that gaia will provide and to study issues such as how to best retrieve information on substructure in the galactic halo . the techniques described are applicable to any set of n - body simulations of ( parts of ) the galaxy .
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strong coupling expansion is computed for the einstein equations in vacuum in the arnowitt - deser - misner ( adm ) formalism . the series is given by the duality principle in perturbation theory as presented in [ m.frasca , phys . rev . a * 58 * , 3439 ( 1998 ) ] . an example of application is also given for a two - dimensional model of gravity expressed through the liouville equation showing that the expansion is not trivial and consistent with the exact solution , in agreement with the general analysis . application to the einstein equations in vacuum in the adm formalism shows that the spacetime near singularities is driven by space homogeneous equations .
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we investigate the watts - strogatz network with the clustering coefficient @xmath0 dependent on the rewiring probability . the network is an area of two opposite contact processes , where nodes can be in two states , s or d. one of the processes is governed by the sznajd dynamics : if there are two connected nodes in d - state all their neighbors become d with probability @xmath1 . for the opposite process it is sufficient to have only one neighbor in state s ; this transition occurs with probability 1 . the concentration of s - nodes changes abruptly at given value of the probability @xmath1 . the result is that for small @xmath1 , in clusterized networks the activation of s nodes prevails . this result is explained by a comparison of two limit cases : the watts - strogatz network without rewiring , where @xmath0=0.5 , and the bethe lattice where @xmath0=0 .
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physical layer security is an emerging technique to improve the wireless communication security , which is widely regarded as a complement to cryptographic technologies . to design physical layer security techniques under practical scenarios , the uncertainty and imperfections in the channel knowledge need to be taken into consideration . this paper provides a survey of recent research and development in physical layer security considering the imperfect channel state information ( csi ) at communication nodes . we first present an overview of the main information - theoretic measures of the secrecy performance with imperfect csi . then , we describe several signal processing enhancements in secure transmission designs , such as secure on - off transmission , beamforming with artificial noise , and secure communication assisted by relay nodes or in cognitive radio systems . the recent studies of physical layer security in large - scale decentralized wireless networks are also summarized . finally , the open problems for the on - going and future research are discussed . physical layer security , fading channels , channel uncertainty , imperfect channel state information .
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in this paper we extend chandrasekhar and von neumann s analysis of the statistics of the gravitational field to systems in which particles ( _ e.g. _ stars , galaxies ) are not homogeneously distributed . we derive a distribution function @xmath0 giving the joint probability that a test particle is subject to a force * f * and an associated rate of change of * f * given by d*f*/dt . we calculate the first moment of d*f*/dt to study the effects of inhomogenity on dynamical friction .
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we study the prospects for detecting neutrino masses from the galaxy angular power spectrum in photometric redshift shells of the dark energy survey ( des ) over a volume of @xmath0 gpc@xmath1 , combined with the cosmic microwave background ( cmb ) angular fluctuations expected to be measured from the planck satellite . we find that for a @xmath2-cdm concordance model with 7 free parameters in addition to a fiducial neutrino mass of @xmath3 ev , we recover from des&planck the correct value with uncertainty of @xmath4 ev ( 95 % cl ) , assuming perfect knowledge of the galaxy biasing . if the fiducial total mass is close to zero , then the upper limit is @xmath5 ev(95 % cl ) . this upper limit from des&planck is over 3 times tighter than using planck alone , as des breaks the parameter degeneracies in a cmb - only analysis . the analysis utlilizes spherical harmonics up to 300 , averaged in bin of 10 to mimic the des sky coverage . the results are similar if we supplement des bands ( grizy ) with the vista hemisphere survey ( vhs ) near infrared band ( jhk ) . the result is robust to uncertainties in non - linear fluctuations and redshift distortions . however , the result is sensitive to the assumed galaxy biasing schemes and it requires accurate prior knowledge of the biasing . to summarize , if the total neutrino mass in nature greater than 0.1ev , we should be able to detect it with des&planck , a result with great importance to fundamental physics . large - scale structure of universe cosmological parameters surveys
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we examine dark energy models in which a quintessence or a phantom field , @xmath0 , rolls near the vicinity of a local minimum or maximum , respectively , of its potential @xmath1 . under the approximation that @xmath2 , [ although @xmath3 can be large ] , we derive a general expression for the equation of state parameter @xmath4 as a function of the scale factor for these models . the dynamics of the field depends on the value of @xmath5 near the extremum , which describes the potential curvature . for quintessence models , when @xmath6 at the potential minimum , the equation of state parameter @xmath7 evolves monotonically , while for @xmath8 , @xmath7 has oscillatory behavior . for phantom fields , the dividing line between these two types of behavior is at @xmath9 . our analytical expressions agree within 1% with the exact ( numerically - derived ) behavior , for all of the particular cases examined , for both quintessence and phantom fields . we present observational constraints on these models .
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we consider the full - duplex ( fd ) two - way amplify - and - forward relay system with imperfect cancelation of loopback self - interference ( si ) and investigate joint design of relay and receive beamforming for minimizing the mean square error under a relay transmit power constraint . due to loopback channel estimation error and limitation of analog - to - digital converter , the loopback si can not be completely canceled . multiple antennas at the relay can help loopback si suppression but beamforming is required to balance between the residual si suppression and the desired signal transmission . moreover , the relay beamforming matrix should be updated every time slot because the residual si in the previous time slot is amplified by the current beamforming matrix and added to the received signals from the two sources in the current time slot . we derive the optimally balanced relay beamforming and receive beamforming matrices in closed form based on minimum mean square error , taking into account the propagation of the residual loopback si from the first to the current time slot . we also propose beamforming design using only the channels of the @xmath0 latest time slots , not from the first time slot . based on our numerical results , we also identify when fd is beneficial and propose selection between fd and half - duplex according to signal - to - noise ratio and interference - to - noise ratio .
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we study the performance of weibull and scale free internet - like networks and compare them to a classical random graph based network . the scaling of the traffic load with the nodal degree is established , and confimed in a numerical simulation of the tcp traffic . the scaling allows us to estimate the link capacity upgrade required making and extra connection to an existing node .
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it has recently been shown that there is a close correlation between the slowdown rates and the pulse shapes of six pulsars , and between the slowdown rates and the flux density of three others . this indicates that these phenomena are related by changes in the current flows in the pulsar magnetospheres . in this paper we review the observational status of these studies , which have now been extended to a total of 16 pulsars having correlated slowdown and pulse emission properties . the changes seem to be due to sudden switching between just two discrete magnetospheric states in the well - known processes of mode - changing and pulse nulling . we also address how widespread these phenomena are in the wider pulsar population .
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with a test - particle simulation , we investigate the effect of large - scale coronal magnetic fields on electron acceleration at an outward - propagating coronal shock with a circular front . the coronal field is approximated by an analytical solution with a streamer - like magnetic field featured by partially open magnetic field and a current sheet at the equator atop the closed region . we show that the large - scale shock - field configuration , especially the relative curvature of the shock and the magnetic field line across which the shock is sweeping , plays an important role in the efficiency of electron acceleration . at low shock altitudes , when the shock curvature is larger than that of magnetic field lines , the electrons are mainly accelerated at the shock flanks ; at higher altitudes , when the shock curvature is smaller , the electrons are mainly accelerated at the shock nose around the top of closed field lines . the above process reveals the shift of efficient electron acceleration region along the shock front during its propagation . it is also found that in general the electron acceleration at the shock flank is not so efficient as that at the top of closed field since at the top a collapsing magnetic trap can be formed . in addition , we find that the energy spectra of electrons is power - law like , first hardening then softening with the spectral index varying in a range of -3 to -6 . physical interpretations of the results and implications on the study of solar radio bursts are discussed .
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