Monday 10 September 2012

First Course in Functional Analysis by D. Somasundaram (Narosa)

 Price Rs 240/=
Author(s): D. Somasundaram
ISBN:    978-81-7319-743-7
Publication Year:   Reprint 2012
Pages:   410
Binding:   Paper Back 
About the book
A First Course in Functional Analysis lucidly covers Banach 
spaces, continuous linear functionals, the basic theorems 
of bounded linear operators, Hilbert spaces, operators on
 Hilbert spaces, spectral theory and Banach algebras 
usually taught as a core course to post-graduate students 
in mathematics. The special distinguishing features of the book
 includes the establishment of the spectral theorem for
 the compact normal operators in the infinite dimensional 
case exactly in the same form as in the finite
 dimensional case and a detailed treatment of the theory 
of Banach algebras leading to the proof of the 
Gelfond – Neumark structure theorem for Banach algebras.

Key Features
  • Examples at the End of Each Chapter Elementary Problems
  •  to Illustrate Theory Challenging Exercises as Theorems


Table of Contents
Preface / Banach Spaces / Continuous Linear Functionals / 
The Basic Theorems of Bounded Linear Operators / 
Hilbert Spaces / Operators on Hilbert Spaces / Spectral Theory /
 Banach Algebras / References / Index.



Audience
Graduate, Students and Teachers
Dimension:   180mm x 240mm
Weight:   700


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