【区别：代数拓扑 (Algebraic Topology) 微分拓扑 (Differential Topology ) 微分几何 ( Differential Geometry ) 代数几何 (Algebraic Geometry ) 交换代数 (Commutative Algebra ) 微分流形 (Differential Manifold )

February 2, 2017 tomcircle Modern Math 1 Comment

【区别：代数拓扑 (Algebraic Topology) 微分拓扑 (Differential Topology ) 微分几何 ( Differential Geometry ) 代数几何 (Algebraic Grometry ) 交换代数 (Commutative Algebra ) 微分流形 (Differential Manifold ) ？】月如歌：并不能理解什么叫做楼主所说的配对。我简要谈下我对于上述所列名词的理解。…

http://www.zhihu.com/question/23848852/answer/26771912 （分享自知乎网）

Sheaves do not belong to algebraic geometry:
https://golem.ph.utexas.edu/category/2010/02/sheaves_do_not_belong_to_algeb.html

341,490 hits

Tough Calculus 清华2024 PSLE Math Strategy Magic Square Ramanujian’s Trick DeepLearning: KAN vs MLP 科普数学 Popular Maths 什么是高等数学数学王国France GCD , BEZOUT Numbers 贝祖数 Math Sup – Z/nZ, Chinese Remainder Theorem IMO Self-Study Resources Polya “How to Solve It” Six Greatest PDE Smart factorization by symmetry Cauchy proved Euler’s Basel 10 rules for Calculus Integration ： Riemann vs Lébesque Geometry Animation 姜萍 Colle 陆家曦的悲剧 2024年阿里巴巴数学竞赛决赛（应用与计算数学赛道）阿里竞赛2024：第 6题 Interchange Summation and Integral

Privacy & Cookies: This site uses cookies. By continuing to use this website, you agree to their use.
To find out more, including how to control cookies, see here: Cookie Policy

【区别：代数拓扑 (Algebraic Topology) 微分拓扑 (Differential Topology ) 微分几何 ( Differential Geometry ) 代数几何 (Algebraic Geometry ) 交换代数 (Commutative Algebra ) 微分流形 (Differential Manifold )

Recent Posts