Huajian Xin
Also known as 辛华剑
Huajian Xin is an AI researcher who trains large language models to write formal mathematical proofs in the Lean proof assistant. After studying logic at Sun Yat-sen University, he interned at DeepSeek, where he was first author of DeepSeek-Prover and DeepSeek-Prover-V1.5 in 2024 and appeared among the authors of the DeepSeek-V3 technical report. In 2025, his APE-Bench tested AI agents on proof-engineering tasks drawn from the commit histories of formal math libraries, and he coauthored Seed-Prover, which fully proved 5 of the 6 problems at IMO 2025. He is a PhD student at the University of Edinburgh supervised by Wenda Li and a student researcher on ByteDance's Seed team in London.
Timeline
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By 2023
Logic and LEGO-Prover
He studies philosophy, with a focus on logic, at Sun Yat-sen University with a minor in mathematics, and counts Xiaodan Liang among his mentors. In 2023, he coauthors LEGO-Prover with Xiaodan Liang and others, which gives language models a growing library of verified lemmas to reuse as skills in theorem proving.
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2024
DeepSeek-Prover at DeepSeek
He interns at DeepSeek and leads research on the DeepSeek-Prover series. The first DeepSeek-Prover paper, posted in May 2024 with him as first author, fine-tunes DeepSeekMath 7B on 8 million synthetic Lean 4 statements with proofs and reaches 46.3% on the miniF2F test with 64 samples.
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June 2024
A TechTalks interview on Lean
In a June 2024 TechTalks interview, he says the main motivation behind DeepSeek-Prover is to advance formal mathematics. He calls proof languages such as Lean the future of mathematics and describes how DeepSeek-Prover turns existing math problems into verifiable Lean 4 proofs.
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August 2024
DeepSeek-Prover-V1.5 and RMaxTS
In August 2024, he is first author of DeepSeek-Prover-V1.5, an open-source Lean 4 prover refined through reinforcement learning from proof assistant feedback. With RMaxTS, a Monte-Carlo tree search variant, it reaches 63.5% on the miniF2F test set and 25.3% on ProofNet.
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December 2024–April 2025
DeepSeek-V3 and Prover-V2
He appears among the authors of the DeepSeek-V3 technical report in December 2024, which describes a mixture-of-experts language model with 671B total parameters. In April 2025, he coauthors DeepSeek-Prover-V2, whose 671B model reaches 88.9% on the MiniF2F test and solves 49 of 658 PutnamBench problems.
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2025
APE-Bench at Edinburgh
By March 2025, he is a PhD student at the University of Edinburgh under Wenda Li and an intern on ByteDance's Doubao/Seed team. In April 2025, he is first author of APE-Bench with Luming Li, Xiaoran Jin, Jacques Fleuriot and Wenda Li, a benchmark that extracts proof-engineering tasks from real library commit histories.
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July 2025
Seed-Prover at IMO 2025
In July 2025, he coauthors Seed-Prover, a lemma-style whole-proof reasoning model for Lean built by ByteDance's Seed team. Paired with the Seed-Geometry engine, it fully proves 5 of the 6 problems at IMO 2025, a silver-medal-level result.
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As of October 2026
Student researcher at ByteDance Seed
He is a PhD student in artificial intelligence at the University of Edinburgh, supervised by Wenda Li, and a student researcher on ByteDance's Seed team in London. In December 2025, he coauthors Seed-Prover 1.5, which solves 11 of the 12 Putnam 2025 problems within 9 hours.
Sources and credits
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- Huajian Xin's Blog – Updates on my research
- [2310.00656] LEGO-Prover: Neural Theorem Proving with Growing Libraries
- 【BAYES COFFEE HOUSE TECH TALK SERIES】Leveraging Large Language Models for Formal Mathematical Theorem Proving: Data Synthesis and Chain-of-Thought Annotation in the DeepSeek-Prover Series
- [2405.14333] DeepSeek-Prover: Advancing Theorem Proving in LLMs through Large-Scale Synthetic Data
- Bootstrapping LLMs for theorem-proving with synthetic data
- [2408.08152] DeepSeek-Prover-V1.5: Harnessing Proof Assistant Feedback for Reinforcement Learning and Monte-Carlo Tree Search
- [2412.19437] DeepSeek-V3 Technical Report
- [2504.21801] DeepSeek-Prover-V2: Advancing Formal Mathematical Reasoning via Reinforcement Learning for Subgoal Decomposition
- [2504.19110] APE-Bench: Evaluating Automated Proof Engineering for Formal Math Libraries
- [2507.23726] Seed-Prover: Deep and Broad Reasoning for Automated Theorem Proving
- [2512.17260] Seed-Prover 1.5: Mastering Undergraduate-Level Theorem Proving via Learning from Experience