Power, Simplicity and Beauty
据 Ostrowski 基金会网站 Ostrowski Foundation, 2013 年的 Ostrowski 奖授予张益唐: The Ostrowski Prize for the year 2013 is confered to Yitang Zhang 张益唐从 2014 年开始以访问学者身份加入普林斯顿高等研究院. 他没有任何来自教学或者科研经费的压力, 可以专心的做理论研究. 自1989 年开始, Ostrowski 基金会每两年发一次奖, 奖金 \(100,000\) Swiss francs(瑞士法郎), 奖励 for …
Yitang Zhang has been awarded the Ostrowski Prize for the year 2013 Read MoreSpriger 刚刚出版了三卷本的 “Geometric Trilogy: Axiomatic, Algebraic and Differential Approaches to Geometry“, 作者 Francis Borceux. 这三本书的合集厚达 \(1400\) 页. The Trilogy intends to introduce the reader to the multiple complementary aspects of geometry, paying …
Geometric Trilogy: Axiomatic, Algebraic and Differential Approaches to Geometry Read MorePreda V. Mihăilescu is best known for his proof of Catalan’s conjecture. Preda Mihăilescu 是罗马尼亚数学家, 以证明了 Catalan 猜想而著称. Preda Mihăilescu 是一个大器晚成的数学家. Preda Mihăilescu was born in Bucharest on May 23, 1955.
Preda Mihăilescu Read MoreHere are some papers related to bounded gaps between primes: Erica Klarreich Together and Alone, Closing the Prime Gap Andrew Granville Bounded gaps between primes Primes in Intervals of bounded length James …
Progress on bounded gaps between primes Read More2013 中国女子数学奥林匹克解答: 2013 China Girls’ Mathematical Olympiad Solutions 应该是官方标准答案. 试题, 这个文件有. 本站 8 月 13 日发过题目. 网上还有一些别的解法, 特别是两个几何的证明不少.
2013 China Girls’ Mathematical Olympiad Solutions Read More次数 \(\geqslant5\) 的多项式方程根式不可解的证明, 不是只有 Galois theory 这一个办法. 1963 年, V. I. Arnold(June 12, 1937-June 3, 2010) 给出了一个拓扑证明. 这种新的思想, 可以用来解决另外一些经典问题. 随后, Topological Galois theory 就发展起来了. 该理论的建立者是 Askold G. Khovanskii. Askold G. Khovanskii 于 2008 …
Topological Galois theory Read More近日, Simon Donaldson, 陈秀雄, 孙崧联名发长文公开指责 Gang Tian 抄袭: On some recent developments in Kahler-Einstein geometry Gang Tian 把答复贴在他在北京国际数学中心的个人主页: Response to CDS 高潮正在继续, 这里无意发表看法. 但感觉吧, 科学家为优先权斗的头破血流, 真是不光彩, 况且几位主角都是有头有脸的人物. 话说回来, 这些名利之争是一回事, 合作还是要继续: Donaldson 和 Tian …
What is fame?–Scientists should experience some adversity Read More有事外出, 马上要出发了, 下订单已经一个多月的数论书送到了, 就带在路上看吧! Primes of the Form \(x^2+ny^2\): Fermat, Class Field Theory, and Complex Multiplication David A. Cox, John Wiley & Sons Inc, 2nd Revised edition 这是第二版哦! 这种题材的书, 朕最喜欢了, …
Primes of the Form \(x^2+ny^2\): Fermat, Class Field Theory, and Complex Multiplication Read More