-
「Call for nominations: National Academy of Scienc」:数学直觉如何落到可检验的步骤
The National Academy of Sciences award for Scientific Reviewing is slate…
-
「Bill Thurston」:数学直觉如何落到可检验的步骤
Bill Thurston, who made fundamental contributions to our understanding o…
-
「On sets defining few ordinary lines」:数学直觉如何落到可检验的步骤
Ben Green and I have just uploaded to the arXiv our new paper “On sets d…
-
「The Lang-Weil bound」笔记:问题从哪来、证明卡在哪
Let be a finite field, with algebraic closure , and let be an (affine) a…
-
读懂「A trivial remark about schemes」:先把定义、反例和适用范围钉死
[Note: the idea for this post originated before the recent preprint of M…
-
读懂「Definable subsets over (nonstandard) finite fiel」:先把定义、反例和适用范围钉死
Much as group theory is the study of groups, or graph theory is the stud…
-
读懂「The probabilistic heuristic justification of the」:先把定义、反例和适用范围钉死
There has been a lot of recent interest in the abc conjecture, since the…
-
「A partial converse to Bezout’s theorem」笔记:问题从哪来、证明卡在哪
One of the first non-trivial theorems one encounters in classical algebr…
-
把「Einstein’s derivation of E=mc^2 revisited」写成可执行的阅读路径
Way back in 2007, I wrote a blog post giving Einstein’s derivation of hi…
-
「Some notes on Weyl quantisation」:数学直觉如何落到可检验的步骤
One of the basic problems in the field of operator algebras is to develo…