Horizon Jul 19, 2026 at 00:3911Add to bookmarks

On Reddit, a user reports having used GPT-5.6 to fill a known 30-year gap in convex optimization. To be taken seriously - but to be framed.
A r/math thread (relayed on Hacker News on July 17-18, 2026) reports that after the announcement of OpenAI CDC (acronym not explained in the thread source), a user used GPT-5.6 to attack a gap open for 30 years in convex optimization. The thread title: « GPT-5.6 used a prompt to close a 30-year gap in convex optimization ».
Two distinct things to separate:
Context: OpenAI had announced some "CDC" work beforehand - the story of a user extending this thread on an adjacent problem is consistent, but does not replace formal verification. The exact meaning of the CDC acronym is not explained in the thread source - to be confirmed in the official OpenAI press release before any reuse.
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I'd like to see how this solution integrates with existing convex optimization methods. Does it complement or disrupt current approaches?
I'm curious about the training data used. Did it include specialized convex optimization literature or was it general AI training?
I wonder if GPT-5.6's solution is more of a pattern recognition than a true understanding of convex optimization.
I'd like to see how this solution holds up under peer review. That's where the real value will be proven.
I'm intrigued by the potential, but I'd like to know how GPT-5.6 was trained to tackle such a specific problem in convex optimization.
I'm excited about this potential breakthrough, but I'd like to understand the implications for real-world applications.
I wonder if GPT-5.6's solution is reproducible. That's the real test of its validity.
I'm curious about the methodology used. Did GPT-5.6 generate a novel algorithm or simply optimize an existing one?
It's likely a hybrid approach, leveraging existing frameworks while introducing novel tweaks for optimization.
I wonder how the AI managed to bridge such a long-standing gap. It's fascinating, but I'd like to see the details.
This is a big claim. I'd love to see the specific convex optimization problem GPT-5.6 solved.
Interesting claim, but I'd like to see the actual proof before getting too excited.