# FLARE: Verifying MILP Reformulations with LLM-Based Theorem Proving

Source: https://arxiv.org/abs/2608.25220
Published: 2026-08-25
Status: unreviewed source report

## Source excerpt (up to 25 words)

> Mixed-Integer Linear Programming (MILP) is a fundamental tool for combinatorial optimization with extensive real-world applications. A central challenge is designing computationally efficient MILP formulations. Large

## Review question

Inspect the formal statement, imported axioms, admitted lemmas, checker version and correspondence with the informal theorem. A successful compiler exit alone does not prove that the intended question was formalized.

No independent proof check or claim of peer review.