Summary: MATH 201-B WINTER 2010
REAL ANALYSIS
INSTRUCTOR : Gustavo Ponce (off. SH 6505 #8938365)
SCHEDULE : TR 1230
-145
ROOM : GIRV 2127
OFFICE HOURS : W Th 2-330
TEXTBOOKS : "Real Analysis" by E. M. Stein and R. Shakachi
"Real and Complex Analysis" by W. Rudin
EVALUATION :
Midterm (30%) Tuesday Feb. 16.
Homeworks and Quizzes (30%)
Final (40%) March 16, 12 - 3p.m.
HW #1 due Jan. 14 (in class) (i) Read section 2.2, (ii) Solve exercises 18 - 22
Chapter 4
HW #2 due Jan. 28 (in class) solve exercises 24, 28, 29, 32, 33, 34 Chapter 4
EXTRA CREDIT PROBLEM: Let , : R R be a functions in C
0 (R), i.e.
functions infinitely differentiable with compact support, with (x) = 1, |x| 1.
Define the following operators from L2

Source: Akhmedov, Azer - Department of Mathematics, University of California at Santa Barbara

Collections: Mathematics