Math 350 (Number Theory) Spring 2022

Instructor: Ching-Li Chai
Office: DRL 4N36, Ext. 8-8469.
Office Hours: M 11:15-12:00, and by appointments.

Grader: Chris Bailey
Office Hours:

Homework Assignments

Board records of online lectures

A list of possible projects. You are welcome and encouraged to find your own topic not on this list. But you are not supposed to do a project on a topic you already know well or have taken a course on. (We use an honor system here.)

General Information

Important Dates:

Some References:

Comments: Davenport's Higher Arithmetic, Hardy/Wright, Landau's Elementary Number Theory, and Hua's Number Theory are written in the classical style, and accessible to anyone with some exposure to calculus. (Calculus is not needed for Davenport's book, the shortest among the four. Complex analysis is used in a few sections (not chapters) of Hua's book, the longest among the four.) They are all great; which one you like better depends on your taste. If you have taken abstract algebra and analysis, Serre's A Course in Arithmetic and Kato/Kurosawa/Saito will lead you quickly to a glimpse of modern number theory. If you want a concise textbook to supplement Weissman, Baker or Vinogradov may be what you are looking for. And if you want a supplement which treats elementary number theoretic through basic ideas in abstract algebra, try Weil's small book.