Teaching

Current course

2017 秋季 代数数论

主要内容,简要介绍类域论的知识。

上课时间:第1周到第8周,周一11-12节和周三9-10节。 地点: 上院306

课本:

参考书:

  1. Serre, A course in Arithmetic
  2. Serre, Local Fields
  3. Swinnerton-Dyer, A Brief Guide to Algebraic Number Theory
  4. Neukirch, Algebraic Number Theory
  5. Weil, Basic Number Theory

思考题:

  • 第二章, 问题 4,12,习题 2.2

课程计划:

周数计划
1导论+第1章椭圆曲线
2第2章,二次曲线和p-adic域
3第3章zeta函数+第4章代数数论简介
4第5章
5第6章
6第7章
7第8章
8第8章
9课程期末报告
10课程期末报告

Past courses

  • 2017 Spring, 高等代数与解析几何, SJTU
  • 2015 Summer, MA1030E: Linear Algebra I, CUHK
  • 2013 Fall, Geometric Representation theory, 5-lectures, BGU
  • Tutorials

    • 2012 Fall, MA1505: Mathematics I (calculus for engineering students), NUS
    • 2012 Spring, MA1505: Mathematics II (mathematical models for engineering students), NUS
    • 2011 Fall, MA1505: Mathematics I (calculus for engineering students), NUS
    • 2011 Spring, MA1505: Mathematics I (calculus for engineering students), NUS
    • 2010 Fall, MA1505: Mathematics I (calculus for engineering students), NUS
    • 2010 Spring, MA1505: Mathematics I (calculus for engineering students), NUS
    • 2009 Fall, CS1231: Discrete Structures (for students in computer science), NUS
    • 2009 Spring, CS1231: Discrete Structures (for students in computer science), NUS
    • 2008 Fall, Matlab, NUS
    • 2008 Spring, Matlab, NUS