Math 511, Introduction to Analysis II
Spring 2012

General Information

Instructor: Matthew Blair
Email Address: blair ["at"]
Course Web Page:
Office: SMLC 330
Office Hours: Wednesdays 2:30-4:30pm, or by appointment.

Text: Principles of Mathematical Analysis, Third Edition, by Walter Rudin.

Meeting times/location: MWF 1-1:50pm in SMLC 352.

Course Description: Continuation of 510. Differentiation in R^n. Inverse and implicit function theorems, integration in R^n, differential forms and Stokes theorem.


Tentative exam dates (all Fridays): February 24 and April 6 in class. Final exam is May 11 12:30-2:30pm.

Handout: Supplemental exercises for Chapter 9 (use to study for Midterm 1)


Assignment #1--Due Friday, February 3

See handout

Assignment #2--Due Friday, February 17

Exercises from Ch. 9, Rudin: 6, 7, 8, 14(a,b,d), 17(a,b)
Reading: Ch. 9
Not collected: 3, 5, 11, 13, 15, 17(c,d), 30, 31
Notes: On problem 7, make the additional assumption that the first partials are integrable.

Assignment #3--Due Friday, March 9

See handout

Assignment #4--Due Friday, March 30

See handout

Assignment #5--Due Friday, April 20

See handout

Assignment #6--Due Friday, May 4

See handout