Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /

In preparing the English edition of this unique work, every effort has been made to obtain an easily read and lueid exposition of the material. This has frequently been done at the expense of a literal translation of the original text and it is felt that such liberties as have been taken with the author's language are justified in the interest of ease in readingo None of us pretends to be an authority in the Russian language, and we trust that the original intent of the authors has not been lost. The equations, whieh were for the most part taken verbatim from the original work, were eheeked only eursorily; obvious and previously noted errors have been eorreeted. Fortunately, the Russian and English mathematieal notations are generally in good agreement. An exeeption is the shortened abbreviations for the hyperbolie functions (e.g. sh for sinh), and the symbol Jm rather that Im to denote the imaginary part. As near as possible, these diserepaneies have been correeted. In preparing the Bibliography, works having an English equivalent have been translated into the English title, but in the text the referenee to the Russian work was retained, as it was impraetieal to attempt to find in eaeh ease the eorresponding eitation in the English edition. Authors' names and titles associated with purely Russian works have been transliterated as nearly as possible to the English equivalent, along with the equivalent English title of the work cited.

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Main Authors: Agrest, Matest M. author., Maksimov, Michail S. author., SpringerLink (Online service)
Format: Texto biblioteca
Language:eng
Published: Berlin, Heidelberg : Springer Berlin Heidelberg, 1971
Subjects:Mathematics., Mathematical analysis., Analysis (Mathematics)., Analysis., Mathematics, general.,
Online Access:http://dx.doi.org/10.1007/978-3-642-65021-5
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id KOHA-OAI-TEST:188256
record_format koha
institution COLPOS
collection Koha
country México
countrycode MX
component Bibliográfico
access En linea
En linea
databasecode cat-colpos
tag biblioteca
region America del Norte
libraryname Departamento de documentación y biblioteca de COLPOS
language eng
topic Mathematics.
Mathematical analysis.
Analysis (Mathematics).
Mathematics.
Analysis.
Mathematics, general.
Mathematics.
Mathematical analysis.
Analysis (Mathematics).
Mathematics.
Analysis.
Mathematics, general.
spellingShingle Mathematics.
Mathematical analysis.
Analysis (Mathematics).
Mathematics.
Analysis.
Mathematics, general.
Mathematics.
Mathematical analysis.
Analysis (Mathematics).
Mathematics.
Analysis.
Mathematics, general.
Agrest, Matest M. author.
Maksimov, Michail S. author.
SpringerLink (Online service)
Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /
description In preparing the English edition of this unique work, every effort has been made to obtain an easily read and lueid exposition of the material. This has frequently been done at the expense of a literal translation of the original text and it is felt that such liberties as have been taken with the author's language are justified in the interest of ease in readingo None of us pretends to be an authority in the Russian language, and we trust that the original intent of the authors has not been lost. The equations, whieh were for the most part taken verbatim from the original work, were eheeked only eursorily; obvious and previously noted errors have been eorreeted. Fortunately, the Russian and English mathematieal notations are generally in good agreement. An exeeption is the shortened abbreviations for the hyperbolie functions (e.g. sh for sinh), and the symbol Jm rather that Im to denote the imaginary part. As near as possible, these diserepaneies have been correeted. In preparing the Bibliography, works having an English equivalent have been translated into the English title, but in the text the referenee to the Russian work was retained, as it was impraetieal to attempt to find in eaeh ease the eorresponding eitation in the English edition. Authors' names and titles associated with purely Russian works have been transliterated as nearly as possible to the English equivalent, along with the equivalent English title of the work cited.
format Texto
topic_facet Mathematics.
Mathematical analysis.
Analysis (Mathematics).
Mathematics.
Analysis.
Mathematics, general.
author Agrest, Matest M. author.
Maksimov, Michail S. author.
SpringerLink (Online service)
author_facet Agrest, Matest M. author.
Maksimov, Michail S. author.
SpringerLink (Online service)
author_sort Agrest, Matest M. author.
title Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /
title_short Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /
title_full Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /
title_fullStr Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /
title_full_unstemmed Theory of Incomplete Cylindrical Functions and their Applications [electronic resource] /
title_sort theory of incomplete cylindrical functions and their applications [electronic resource] /
publisher Berlin, Heidelberg : Springer Berlin Heidelberg,
publishDate 1971
url http://dx.doi.org/10.1007/978-3-642-65021-5
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spelling KOHA-OAI-TEST:1882562018-07-30T23:11:43ZTheory of Incomplete Cylindrical Functions and their Applications [electronic resource] / Agrest, Matest M. author. Maksimov, Michail S. author. SpringerLink (Online service) textBerlin, Heidelberg : Springer Berlin Heidelberg,1971.engIn preparing the English edition of this unique work, every effort has been made to obtain an easily read and lueid exposition of the material. This has frequently been done at the expense of a literal translation of the original text and it is felt that such liberties as have been taken with the author's language are justified in the interest of ease in readingo None of us pretends to be an authority in the Russian language, and we trust that the original intent of the authors has not been lost. The equations, whieh were for the most part taken verbatim from the original work, were eheeked only eursorily; obvious and previously noted errors have been eorreeted. Fortunately, the Russian and English mathematieal notations are generally in good agreement. An exeeption is the shortened abbreviations for the hyperbolie functions (e.g. sh for sinh), and the symbol Jm rather that Im to denote the imaginary part. As near as possible, these diserepaneies have been correeted. In preparing the Bibliography, works having an English equivalent have been translated into the English title, but in the text the referenee to the Russian work was retained, as it was impraetieal to attempt to find in eaeh ease the eorresponding eitation in the English edition. Authors' names and titles associated with purely Russian works have been transliterated as nearly as possible to the English equivalent, along with the equivalent English title of the work cited.I. Some Information from the Theory of Cylindrical Functions -- II. General Theory of Incomplete Cylindrical Functions Expressed in Poisson Form -- III. Incomplete Cylindrical Functions of Bessel Form -- IV. Incomplete Cylindrical Functions of Sonine-Schlaefli Form and the Incomplete Weber Integrals -- V. Incomplete Cylindrical Functions of Real Arguments and their Relation to Certain Discontinuous Integrals -- VI. Integrals Involving Incomplete Cylindrical Functions -- VII. Application of Incomplete Cylindrical Functions to Problems of Wave Propagation and Diffraction -- VIII. Application of Incomplete Cylindrical Functions to some Problems of Solid State Theory and the Motion of Charged Particles in Electromagnetic Fields -- IX. Applications of Incomplete Cylindrical Functions to some Problems of Atomic and Nuclear Physics -- X. Other Applied Problems Leading to Incomplete Cylindrical Functions -- XI. Compendium of Tables and Computation Formulae for Evaluation of Incomplete Cylindrical Functions -- Author Index.In preparing the English edition of this unique work, every effort has been made to obtain an easily read and lueid exposition of the material. This has frequently been done at the expense of a literal translation of the original text and it is felt that such liberties as have been taken with the author's language are justified in the interest of ease in readingo None of us pretends to be an authority in the Russian language, and we trust that the original intent of the authors has not been lost. The equations, whieh were for the most part taken verbatim from the original work, were eheeked only eursorily; obvious and previously noted errors have been eorreeted. Fortunately, the Russian and English mathematieal notations are generally in good agreement. An exeeption is the shortened abbreviations for the hyperbolie functions (e.g. sh for sinh), and the symbol Jm rather that Im to denote the imaginary part. As near as possible, these diserepaneies have been correeted. In preparing the Bibliography, works having an English equivalent have been translated into the English title, but in the text the referenee to the Russian work was retained, as it was impraetieal to attempt to find in eaeh ease the eorresponding eitation in the English edition. Authors' names and titles associated with purely Russian works have been transliterated as nearly as possible to the English equivalent, along with the equivalent English title of the work cited.Mathematics.Mathematical analysis.Analysis (Mathematics).Mathematics.Analysis.Mathematics, general.Springer eBookshttp://dx.doi.org/10.1007/978-3-642-65021-5URN:ISBN:9783642650215