-
「Polymath4 (“Finding Primes”) now officially acti」：数学直觉如何落到可检验的步骤
The polymath project “Finding primes” has now officially launched at the…
-
2026深度强化学习探索策略落地指南：解决稀疏奖励与噪声TV两大核心痛点
在深度强化学习落地过程中，探索环节的缺陷是导致模型不收敛、泛化差、训练崩溃的核心原因，区别于传统机器学习，DRL探索存在两大无法规避的原生痛点，…
-
「Mathematics/Statistics blogs wiki page」：数学直觉如何落到可检验的步骤
In the discussion on what mathematicians need to know about blogging men…
-
「The AKS primality test」笔记：问题从哪来、证明卡在哪
The Agrawal-Kayal-Saxena (AKS) primality test, discovered in 2002, is th…
-
「Random matrices: Universality of local eigenvalu」：数学直觉如何落到可检验的步骤
Van Vu and I have just uploaded to the arXiv our paper “Random matrices:…
-
读懂「The least quadratic nonresidue, and the square r」：先把定义、反例和适用范围钉死
A large portion of analytic number theory is concerned with the distribu…
-
把「Determinantal processes」写成可执行的阅读路径
Given a set , a (simple) point process is a random subset of . (A non-si…
-
「Mathematical research and the internet」：数学直觉如何落到可检验的步骤
I’ll be in Australia for the next month or so, giving my share of the Cl…
-
「A remark on partial sums involving the Möbius fu」：数学直觉如何落到可检验的步骤
I’ve just uploaded to the arXiv the paper A remark on partial sums invol…
-
把「More Mahler lectures」写成可执行的阅读路径
I am posting here four more of my Mahler lectures, each of which is base…