Explicit Birational Geometry

Register Now https://www.wjx.top/vm/PYavLG5.aspx# Description Toric varieties are geometric objects defined combinatorially, much like CW complexes in topology. They can be used to study

数学史课程预告 | BSD猜想、谷山丰-韦伊猜想、霍奇猜想

主讲人介绍 丘成桐，国际知名数学家，菲尔兹奖首位华人得主，美国科学院院士、美国艺术与科学院院士，中国科学院外籍院士，俄罗斯科学院外籍院士，台湾中研院院士、现任清华大学求真书院院长、清华大学数学科学中...

写作助理工作坊|论文写作与简历制作

2024丘成桐大学生数学竞赛笔试安排

笔试安排第十五届丘成桐大学生数学竞赛报名已结束，本年度共有来自500余所高校的3000余名学生报名参加个人赛，43支队伍报名参加团体赛，涵盖个内地29省市自治区，以及香港等地区。 本届丘成桐大学生数学竞赛半决...

求真体育 | 2024年度小马杯战报

求真体育 | 求真书院足球系内赛开始报名啦

Toroidalisation of fibrations and toric models of toroidal fibrations (sections 3,4,5 of [4])

Seminar series on Fano varieties, singularities, and related topics This is an online learning seminar series on Birkar's multiple work on Fano varieties, singularities, and related topics. The foc...

明理求真 | 关于建设社会主义文化强国的思考

Recent progress on the Erdos-Hajnal Conjecture | Research seminar in Discrete Mathematics

Abstract A typical graph contains cliques and independent sets of no more than logarithmic size. TheErdos-Hajnal Conjecture asserts that if we forbid some induced subgraph H then we can do muchbett...

Z3 Discrete Theta Angle in 10D Heterotic String Theory and Topological Modular Forms

Abstract In this talk, we identify a Zs discrete gravitational theta angle in the non-supersymmetricSO(16) x SO(16) heterotic string, which is detected by a 10D spacetime manifold that is anSp(2