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Harrison Goldstein

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#artificial intelligence Preprint Apr 2026

Explorable Proofs: Making Written Proofs Explorable by Grounding Them in Formal Representations

It is argued that grounding explanations in a formalized representation enables interactive affordances beyond what static text supports, and is instantiated for mathematical proof comprehension with explorable theorems, a system that uses LLMs to translate a theorem and its written proof into Lean, a programming langu...

Hita Kambhamettu, Will Crichton, S. Welleck et al. · 0 citations
Open access Oct 2026

Testing Theorems, Fully Automatically

A novel strategy for testing theorems that is highly effective, fully automatic, and robust to equivalent formulations of theorem and definition statements is presented, and is implemented on top of the QuickChick framework for Rocq.

Segev Elazar Mittelman, Harrison Goldstein, Leonidas Lampropoulos · 0 citations

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