000			01405nam a22002297a 4500
999			_c56186 _d56186
005			20200117105227.0
008			200117b ||||| |||| 00| 0 eng d
020			_a8122400620
028			_aDonated by Mathematics Department
082			_a515.7 KES
100			_aS Kesavan
245			_aTopics in functional analysis and applications _c/S Kesavan
260			_aNew York _b: Wiley _c, 1989
300			_axii, 267 pages _c; 25 cm
365			_b00
505			_a Distributions: Test Functions and Distributions on iir; Derivatives of Distributions, Convolutions, Tempered Distributions; Sobolev Spaces: Domains in iir, Extension Operators, Inclusion Theorems, Compactness Theorems, Trace Theory; Weak Solutions of Elliptic Problems: The Lax- Milgram Lemma and Variations; Examples of Elliptic Problems, Regularity of Weak Solutions, Elementary Theory of the Finite Element Method; Semi-Groups and Applications: Unbounded Operators on a Banach Space, Co-Semigroups, Applications to the Wave Equation, The Inhomogeneous Equation; Appendix 1: The Topology on D; Appendix 2: Vector-Valued Integration.
520			_aPresent day research in partial differential equations uses a lot of functional analytic techniques. This book treats these methods concisely, in one volume, at the graduate level.
650			_aMathematics
655			_a;Functional analysis
700			_aS Kesavan
942			_cMDL