Special functions selected articles : proceedings of the First National Conference of the Society for Special Functions and their Applications by Society for Special Functions and their Applications (Lucknow, India). National Conference

Cover of: Special functions | Society for Special Functions and their Applications (Lucknow, India). National Conference

Published by Published by Scientific Publishers (India) for the Society for Special Functions and their Applications in Jodhpur .

Written in English

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  • Functions, Special -- Congresses.

About the Edition

Held during Mar. 3-4, 2000, Jodhpur, India.

Edition Notes

Includes bibliographical references.

Book details

StatementP.K. Banerji, editor.
ContributionsBanerji, P. K., Society for Special Functions and their Applications (Lucknow, India)
LC ClassificationsQA351 .S665 2001
The Physical Object
Pagination258 p. ;
Number of Pages258
ID Numbers
Open LibraryOL6882037M
ISBN 10817233267X
LC Control Number00440953

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There are many historical comments in the book. It can be recommended as a Cited by: Feb 03,  · This is an outstanding book on special functions though it doesn't seem well known in the West.

At first sight it appears to follow the path of Whittaker and Watson, but on closer examination it actually treats the subject(s) quite differently, sometimes better, dare I say.5/5(5).

Aug 27,  · His systematic treatment of the basic theory of the more important special functions and the applications of this theory to specific problems of physics and engineering results in a practical course in the use of special functions for the student and for those concerned with actual mathematical applications or uses/5(10).

1!B 1(x)=B 0x+B 1 2!B 2(x)=B 0x2+2B 1x+B 2 3!B 3(x)=B 0x3+3B 1x2+3B 2x+B 3 etc: Some authors de ne the Bernoulli polynomials (on (−1;1)) to be the right hand sides of the above equa- tions. If, in the future, you encounter Bernoulli functions or polynomials, be sure to check what is intended.

User Review - Flag as inappropriate This is a very good book. Some results, the especially concerned to the cylindrical functions, are very clear and, in some cases, more general than those in other classic books of special functions suchs as Abramowitz, Magnus, Watson, etc.4/5(3). Special functions are particular mathematical functions that have more or less established names and notations due to their importance in mathematical analysis, functional analysis, physics, or other applications.

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The elementary functions that appear in the first few semesters of calculus – powers of x, ln, sin, cos, exp, etc. are not enough to deal with the many problems that arise in science and engineering.

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The Handbook of Special Functions provides in-depth coverage of special functions, which are used to help solve many of the most difficult problems in physics, engineering, and mathematics Author: Yury Brychkov. Modern engineering and physical science applications demand a thorough knowledge of applied mathematics, particularly special functions.

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Ryzhik died ineither during the siege of Leningrad, or fighting on the Russian front. Ina table of formulas was published under Ryzhik's name by the Governmental Moscow-Leningrad Technical.

This book, dedicated to Mizan Rahman, is made up of a collection of articles on various aspects of q-series and special functions. Also, it includes an article by Askey, Ismail, and Koelink on Rahman’s mathematical contributions and how they influenced the recent upsurge in the subject.

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SPECIAL FUNCTIONS and POLYNOMIALS Gerard ’t Hooft Stefan Nobbenhuis Institute for Theoretical Physics Utrecht University, Leuvenlaan 4 CC Utrecht, the Netherlands and Spinoza Institute Postbox TD Utrecht, the Netherlands Many of the special functions and polynomials are constructed along standard.Special Function Keys- Slim Book for IPad® SPECIAL FUNCTION KEYS.

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The authors surv ey recen t results in sp ecial functions, particularly the gamma function and the Gaussian h yp ergeometric function.

1. Intr oduction Conformal in v arian ts are po w erful to ols in the study of quasiconformal mappings, and man y of.

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