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GPT 5.6 Sol Pro solves 30-year-old math problem using OpenAI's prompt methodology

A researcher at UC Berkeley claims to have used OpenAI's GPT 5.6 Sol Pro model to solve a 30-year-old mathematical optimization problem. The model produced a proof for a complexity gap in convex optimization, which was then formally verified using Lean. This achievement follows OpenAI's recent announcement of using a similar methodology for a proof of the Cycle Double Cover Conjecture, suggesting a significant advancement in AI's capability for theoretical research. AI

IMPACT Demonstrates AI's growing capability in solving complex theoretical problems, potentially accelerating research across scientific disciplines.

RANK_REASON Research milestone achieved using an AI model, with formal verification. [lever_c_demoted from research: ic=1 ai=1.0]

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GPT 5.6 Sol Pro solves 30-year-old math problem using OpenAI's prompt methodology

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  1. r/OpenAI TIER_2 English(EN) · /u/pkerger ·

    I used 5.6 Sol Ultra to Close a 30-Year Open Gap in Mathematical Optimization Theory, following OpenAI's CDC Proof Prompt Methodology

    <!-- SC_OFF --><div class="md"><p>TL;DR: In a single 148 min session, with a prompt modeled after the one OpenAI used to prove CDC, GPT 5.6 Sol <strong>PRO</strong> supplied a proof that closed a complexity gap in convex optimization that has existed since 1996. The result was fo…