Gpt 5.6 discovered new math according to Sam Altman
Summary
Sam Altman announced that GPT-5.6 has discovered new mathematical insights, marking a significant advancement in AI capabilities.
Similar Articles
GPT-5.6 Solves Yet Another Unsolved Problem
GPT-5.6 achieves a breakthrough by solving a previously unsolved problem, marking a significant advancement in AI capabilities.
Advancing science and math with GPT-5.2
OpenAI releases GPT-5.2, featuring GPT-5.2 Pro and GPT-5.2 Thinking variants optimized for scientific and mathematical work. The models achieve state-of-the-art performance on benchmarks like GPQA Diamond (93.2%) and FrontierMath (40.3%), demonstrating improved reasoning capabilities designed to accelerate scientific research across physics, chemistry, biology, and mathematics.
GPT-5 and the future of mathematical discovery
GPT-5 helped mathematician Ernest Ryu solve a 40-year-old open problem in optimization theory regarding the Nesterov Accelerated Gradient method's stability properties. The breakthrough demonstrates LLMs' capability to assist in significant mathematical discovery by surfacing relevant techniques and ideas from across mathematical literature.
@SebastienBubeck: https://x.com/SebastienBubeck/status/2075596982622835006
GPT-5.6 significantly outperforms published state-of-the-art on a fundamental mathematical problem about gradient flow length, achieving exponential improvements. This marks a major advance in AI's ability to reason about complex mathematical questions.
Introducing GPT-5
OpenAI introduces GPT-5, a significant leap in AI intelligence featuring state-of-the-art performance across coding, math, writing, health, and visual perception. The unified system includes a smart efficient model, a deeper reasoning model (GPT-5 thinking), and a real-time router for optimal response selection.