MA 54400, Spring 2022
Real Analysis And Measure Theory

Credit Hours: 3.00. Metric space topology; continuity, convergence; equicontinuity; compactness; bounded variation, Helly selection theorem; Riemann-Stieltjes integral; Lebesgue measure; abstract measure spaces; LP-spaces; Holder and Minkowski inequalities; Riesz-Fischer theorem. Typically offered Fall Spring.

Instructor Info.

Section Room Time Instructor Office
001 UNIV 101 9:30AM MWF Rodrigo Banuelos MATH 428

Course Materials

Section Type Title Author
ALL TEXT REAL VARIABLES - Will use Measure, Integration and Real Analysis (Graduate Texts in Mathematics, 282, 1st ed, by Sheldon Axler, This book is Recommended. ISBN 9783030331429 ALBERTO. TORCHINSKY

Important Notes

  • ADA policies: please see our ADA Information page for more details
  • In the event of a missed exam, see your instructor/professor as soon as possible.
  • See the online course evaluation page for more information on how we collect course feedback from students

Department of Mathematics, Purdue University, 150 N. University Street, West Lafayette, IN 47907-2067

Phone: (765) 494-1901 - FAX: (765) 494-0548  Contact Us

© 2022 Purdue University | An equal access/equal opportunity university | Copyright Complaints

Trouble with this page? Disability-related accessibility issue? Please contact the College of Science.

Maintained by Science IT