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# ProofNet#
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ProofNet# is a Lean 4 port of the [ProofNet](https://huggingface.co/datasets/hoskinson-center/proofnet) benchmark including fixes.
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A comparison with some of the other existing ports can be found at:
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https://proofnet4-fix.streamlit.app/.
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### Original Dataset Summary
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ProofNet is a benchmark for autoformalization and formal proving of undergraduate-level mathematics. The ProofNet benchmarks consists of 371 examples, each consisting of a formal theorem statement in Lean 3, a natural language theorem statement, and a natural language proof. The problems are primarily drawn from popular undergraduate pure mathematics textbooks and cover topics such as real and complex analysis, linear algebra, abstract algebra, and topology. We intend for ProofNet to be a challenging benchmark that will drive progress in autoformalization and automatic theorem proving.
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## Tasks
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- Statement
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- Input: `nl_statement`
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- Output: `lean4_formalization`
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- Proof
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- Input: `lean4_formalization`, `nl_proof`,
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- Output: use Lean to check if the generated proof is correct.
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- Theorem Proving
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- Input: `lean4_formalization`
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- Output: use Lean to check if the generated proof is correct.
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# ProofNet#
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ProofNet# is a Lean 4 port of the [ProofNet](https://huggingface.co/datasets/hoskinson-center/proofnet) benchmark including fixes.
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A comparison with previous Lean 4 ports can be found at:
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https://proofnet4-fix.streamlit.app/.
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This benchmark is compatible with all Lean versions between v4.7.0 and v4.16.0-rc2.
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### Original Dataset Summary
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ProofNet is a benchmark for autoformalization and formal proving of undergraduate-level mathematics. The ProofNet benchmarks consists of 371 examples, each consisting of a formal theorem statement in Lean 3, a natural language theorem statement, and a natural language proof. The problems are primarily drawn from popular undergraduate pure mathematics textbooks and cover topics such as real and complex analysis, linear algebra, abstract algebra, and topology. We intend for ProofNet to be a challenging benchmark that will drive progress in autoformalization and automatic theorem proving.
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## Tasks
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- **Statement Autoformalization:**
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- Input: `nl_statement`
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- Output: `lean4_formalization`
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- **Proof Autoformalization:**
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- Input: `lean4_formalization`, `nl_proof`,
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- Output: use Lean to check if the generated proof is correct.
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- **Theorem Proving:**
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- Input: `lean4_formalization`
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- Output: use Lean to check if the generated proof is correct.
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