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Minchao Wu

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NeurIPS Conference 2025 Conference Paper

Learning Simple Interpolants for Linear Integer Arithmetic

  • Minchao Wu
  • Naoki Kobayashi

Craig interpolation plays a central role in formal verification tasks such as model checking, invariant generation, and abstraction refinement. In the domain of linear integer arithmetic (LIA), interpolants are crucial for deriving inductive invariants that characterize unreachable or safe program states, enabling scalable and precise reasoning about software and hardware correctness. Despite progress in interpolation algorithms, generating concise and interpretable interpolants remains a key challenge. We propose a lightweight learning-based approach to generating simple interpolants for LIA. Our model learns to lazily sample input problems directly and is complementary to existing logical methods. When Z3 is guided by our learned model, the complexity of the interpolants it produces can be reduced by up to 47. 3%. For older solvers, the reduction rate can reach up to 69. 1%.

NeurIPS Conference 2021 Conference Paper

TacticZero: Learning to Prove Theorems from Scratch with Deep Reinforcement Learning

  • Minchao Wu
  • Michael Norrish
  • Christian Walder
  • Amir Dezfouli

We propose a novel approach to interactive theorem-proving (ITP) using deep reinforcement learning. The proposed framework is able to learn proof search strategies as well as tactic and arguments prediction in an end-to-end manner. We formulate the process of ITP as a Markov decision process (MDP) in which each state represents a set of potential derivation paths. This structure allows us to introduce a novel backtracking mechanism which enables the agent to efficiently discard (predicted) dead-end derivations and restart the derivation from promising alternatives. We implement the framework in the HOL theorem prover. Experimental results show that the framework using learned search strategies outperforms existing automated theorem provers (i. e. , hammers) available in HOL when evaluated on unseen problems. We further elaborate the role of key components of the framework using ablation studies.

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