MATH 615  Introduction to Classical Analysis  Fall 2017
Credits 3. 3 Lecture Hours.
Settheoretic preliminaries; CantorSchröderBernstein Theorem; review of sequences; limit inferior and limit superior; infinite products; metric spaces; convergence of functions; Dini's Theorem, Weierstrass Approximation Theorem; Monotone functions; bounded variation; Helly's Selection Theorem; RiemannStieltjes integration; Fourier series; Fejer's Theorem; Parseval's Identify; Bernstein's Theorem on absolutely convergent Fourier series.
Prerequisite: MATH 409 or equivalent.
Sections
Sec  Instructor  Lecture  

600  Natarajan Sivakumar  MW 4:305:45pm BLOC 624 

700  Peter Howard  TBA 