K3 and Pure Mathematics Research Methodology
orvieto_antonio · x · 2026-07-18
The author responds to inquiries about whether "@KimiMoonshot K3 actually provided a proof," stating that this is not the main point.
They argue that in pure mathematics, genuine research problems rarely start looking like an Erdős problem; more often, they stem from an intuition that "there must be something here." The key is finding the right attack strategy and methodology to turn that "vibe" into an actionable direction. Once a problem is structured to resemble an Erdős problem, 95% of the difficulty has typically already been resolved.
More from Models
- Google says information agents are coming to AI Pro and Ultra this summer — gaganghotra_ · 2026-07-22
- Poolside’s Laguna S 2.1 gets a two-week free run on Nous Portal — NousResearch · 2026-07-22
- Qwen3.8 Max Preview looks substantially better in a side-by-side test with Kimi K3 — curiousily_ · 2026-07-22
- Moonshot’s Kimi K3 reaches #5 on MathArena as the top open model — xeophon · 2026-07-22
- Google launches Gemini 3.5 Flash Cyber for CodeMender, with limited access for governments — GoogleAI · 2026-07-22
- Gemini 3.5 Flash-Lite beats 3.1 Flash-Lite on long-context retrieval in MRCRv2 — Dillonu · 2026-07-22