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Towards Autonomous Mathematics Research

63 pointsby gmaystoday at 6:35 PM31 commentsview on HN

Comments

u1hcw9nxtoday at 8:07 PM

>The results of this paper should not be interpreted as suggesting that AI can consistently solve research-level mathematics questions. In fact, our anecdotal experience is the opposite: success cases are rare, and an apt intuition for autonomous capabilities (and limitations) may currently be important for finding such cases. The papers (ACGKMP26; Feng26; LeeSeo26) grew out of spontaneous positive outcomes in a wider benchmarking effort on research-level problems; for most of these problems, no autonomous progress was made.

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engelo_btoday at 8:52 PM

the idea of autonomous math is fascinating because it implies a shift from search to verification. if an ai can traverse the proof space faster than a human, the bottleneck becomes checking the work. from a risk perspective this feels safer than autonomous code generation. a bad math proof is just invalid (provably false). a bad code snippet is a vulnerability. math has a built-in truth layer that software engineering often lacks.

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amiunetoday at 7:05 PM

Perfect match for this test: https://arxiv.org/abs/2602.05192

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paulpaupertoday at 9:37 PM

"...well as model outputs at this https URL."

Had no idea it was possible to put a live url in the abstract of an arxiv listing

measurablefunctoday at 6:59 PM

I still don't get how achieving 96% on some benchmark means it's a super genius but that last 4% is somehow still out of reach. The people who constantly compare robots to people should really ponder how a person who manages to achieve 90% on some advanced math benchmark still misses that last 10% somehow.

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nivcmotoday at 7:18 PM

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tug2024today at 8:16 PM

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