Padé approximants

by Baker, George Allen Graves-Morris, Peter

Type Book

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The first edition of this book was reviewed in 1982 as 'the most extensive treatment of Padé approximants actually available'. This second edition has been thoroughly updated, with a substantial chapter on multiseries approximants. Applications to statistical mechanics and critical phenomena are extensively covered, and there are extended sections devoted to circuit design, matrix Pade approximation, and computational methods. This succinct and straightforward treatment will appeal to scientist…

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Title Statements

Full title :Padé approximants / George A. Baker Jr., Peter Graves-Morris.

Summary

The first edition of this book was reviewed in 1982 as 'the most extensive treatment of Padé approximants actually available'. This second edition has been thoroughly updated, with a substantial chapter on multiseries approximants. Applications to statistical mechanics and critical phenomena are extensively covered, and there are extended sections devoted to circuit design, matrix Pade approximation, and computational methods. This succinct and straightforward treatment will appeal to scientists, engineers, and mathematicians alike.

Edition Statements

Publication Date:1996.
Edition:Second ed

Publication Statements

Publisher(s):Cambridge University Press
Place of Publication:Cambridge [etc.]
Language:eng
Publication Date:1996.

Notes

Andere Ausgabe: Padé approximants.

Le verso de la p. de titre porte: George Allen Baker.

"First ed. originally published in two volumes ..."

The Physical Object

Description:1 Online-Ressource.

Edition Identifiers

ISBN:0521450071, 9780521450072, 9780511530074, 0511530072, 9781107094758, 1107094755
DOI:10.1017/CBO9780511530074
oclc:ocn849911527
LC Classification:QC20.7 .P3 B35 1996
Dewey Decimal:515.2432

Subjects

Approximants de Padé APPROXIMATION DE PADÉ (ANALYSE MATHÉMAT… Mathematical physics Padé approximant PADÉ APPROXIMATION (MATHEMATICAL ANALYS… PADÉ-APPROXIMATION (ANALYSIS) Padé-Näherungsbruch Physique mathématique