OpenAI's Ghost Model Just Solved Millennium Math Problems (Maybe?)
While the world waits for OpenAI to actually release something useful, their secret new model has been busy playing with Millennium Prize problems. It’s an adorable flex, assuming it’s not just hallucinating high-level gibberish with extra steps.
OpenAI has quietly dumped a repository containing 722 mathematical manuscripts generated by an unreleased internal model. These documents are organized into 372 families, covering everything from simple corollaries to, quite ambitiously, purported proofs of major mathematical conjectures.
The company decided to push its model into the deep end of research after realizing that standard benchmarks were no longer challenging enough for their silicon savant. Most of these papers were generated after a three-hour “thinking” session, a timeframe that sounds suspiciously like a digital coffee break for an AI that allegedly tackled the Hodge Conjecture and the Riemann Hypothesis.
Among the highlights, the model claims to have cracked the rational Hodge Conjecture for CM-abelian varieties. Not stopping there, it also produced results concerning the Riemann zeta function, specifically targeting the non-zero region. It further claims to have solved the Free Group Factor Isomorphism problem and the Unique Games Conjecture. These aren't exactly Sudoku puzzles, which makes the OpenAI disclaimer—admitting that these papers might be riddled with errors—feel like the understatement of the century.
It’s a bold move to treat the most profound mysteries of human logic like a beta-testing playground. Either humanity is on the verge of a mathematical singularity where AI does the heavy lifting, or we are witnessing the most expensive hallucination in history performed by a machine that just learned how to bluff really well.
Source: OpenAI
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