Measure and Integral

This accessible introduction to the topic covers the theory of measure and integral, as introduced by Lebesgue and developed in the first half of the 20th century. It leads naturally to Banach spaces of functions and linear operators acting on them.

Auteur

John was born in Belgrade, Yugoslavia, His Ph.D. is from the University of
Michigan, done under the direction of Carl Pearcy. His research area is the theory of operators on Hilbert space and he has published more than 30 articles in prestigious journals. He is a professor of mathematics at Western Michigan University and his visiting positions include Texas A&M University, Indiana University, and University of North Carolina Charlotte. His text Advanced Caluclus: Theory and Practice" is in the 2nd edition (CRC Press).