gpt-6IMAGE
GPT-6 Astra discussions yield optimal regret bound for online inverse linear optimization
A researcher says that after extensive discussions with GPT-6 Astra, they closed the regret gap for online inverse linear optimization on the d-dimensional unit ball at Θ(√d) and posted an arXiv paper.
Shinsaku Sakaue
@shinsaku_sakaueArchived 2026.09.25Originally posted 2026.09.24

Shinsaku Sakaue @shinsaku_sakaueOriginally posted 2026.09.24
After extensive discussions with GPT-6 Astra, I've closed the regret gap in online inverse linear optimization! For utility and actions in the d-dimensional Euclidean unit ball, the optimal regret is Θ(√d). The algorithm is far from efficient, though. 🔗 https://arxiv.org/abs/2609.26978
This post quotes another post: x.com/shinsaku_sakaue/status/2100365620999245842
x.com/shinsaku_sakaue/status/2102948784720498690Archived 2026.09.25 10:11