ZJUVAI/GenesisGeo
πPaper β’ π Github β’ π€ Model Dataset Summary This is a large-scale synthetic dataset containing 21,799,134 geometric theorem proving problems with complete proof traces, with 2,964,316 of these problems involve auxiliary constructions in their proofs. Generated by the GenesisGeo framework built upon Newclid, this dataset extends the original AlphaGeometry methodology and provides a rich resource for training neuro-symbolic reasoning models in Euclidean geometry.β¦ See the full description on the dataset page: https://huggingface.co/datasets/ZJUVAI/GenesisGeo.
| Author / organization | ZJUVAI |
|---|---|
| License (as declared) | apache-2.0 |
| Downloads | 156 (as reported by Hugging Face) |
| Likes | 2 |
| Created | 12 September 2025 |
| Last updated at source | 30 September 2025 |
Recent changes
- 16 Oct 2026 Description: πPaper β’ π Github β’ π€ Model Dataset Summary This is a large-scale synthetic dataset containing 21,799,134 geometric theorem proving problems with complete proof traces, with 2,964,316 of these problems involve auxiliary constructions in β πPaper β’ π Github β’ π€ Model Dataset Summary This is a large-scale synthetic dataset containing 21,799,134 geometric theorem proving problems with complete proof traces, with 2,964,316 of these problems involve auxiliary const
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