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700,00 € / $980.00 / £525.99*

eBook (PDF)

Publication Date:
May 2012

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eBook (PDF)
ISBN 978-3-11-026929-1
Institutional Price (Campus-wide license)
€ [D] 700.00 / US$ 980.00 / GBP 525.99*
ISBN 978-3-11-026927-7
€ [D] 69.95 / US$ 98.00 / GBP 52.99*
*Prices in US$ apply to orders placed in the Americas only. Prices in GBP apply to orders placed in Great Britain only. Prices in € represent the retail prices valid in Germany (unless otherwise indicated). Prices are subject to change without notice. Prices do not include postage and handling. RRP: Recommended Retail Price.

Bhattacharyya, Pulin Kumar


Generalized Functions with Applications in Sobolev Spaces

Series:De Gruyter Textbook

    • Gives innumerable examples with all intermediate steps and explanations
    • Contains proofs including intermediate steps and necessary explanations to make them easily understandable
    • Written by an applied person for the applied community
    • Serves as a reference-cum-text book of the applied people

    Aims and Scope

    This book grew out of a course taught in the Department of Mathematics, Indian Institute of Technology, Delhi, which was tailored to the needs of the applied community of mathematicians, engineers, physicists etc., who were interested in studying the problems of mathematical physics in general and their approximate solutions on computer in particular.

    Almost all topics which will be essential for the study of Sobolev spaces and their applications in the elliptic boundary value problems and their finite element approximations are presented. Also many additional topics of interests for specific applied disciplines and engineering, for example, elementary solutions, derivatives of discontinuous functions of several variables, delta-convergent sequences of functions, Fourier series of distributions, convolution system of equations etc. have been included along with many interesting examples.

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    Supplementary Information

    Approx. xxxviii, 834 pages
    Type of Publication:
    Sobolev Space; Elliptic Boundary Value Problem; Finite Element Approximation; Distribution Theory

    MARC record

    MARC record for eBook

    Pulin Kumar Bhattacharyya, Indian Institute of Technology Delhi, New Delhi, India.

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