Algebraic Analysis on Painleve Equations download pdf
Algebraic Analysis on Painleve Equations download pdf
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Author: Yousuke Ohyama
Page Count: 350 pages
Published Date: 30 Aug 2016
Publisher: World Scientific Publishing Co Pte Ltd
Publication Country: Singapore, Singapore
Language: English
Type: Pdf
ISBN: 9789812561947
File size: 42 Mb
Download Link: Algebraic Analysis on Painleve Equations
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In the past three decades, studies on the Painleve equations have rapidly developed through the efforts of many researchers in various fields. The Painleve equations have numerous applications to differential geometry, probability theory, soliton theory, topological field theory, and others. In the past ten years, the Painleve equations have been studied not only by analytic methods, but also by algebraic methods, such as rational algebraic surfaces, differential Galois theory, the affine Weyl groups, and representation theory. This book serves as a guide to algebraic studies on the Painleve equations and as an introduction to non-specialists. The book aims to be self-contained by presenting complete proofs of the theorems.
Read online Algebraic Analysis on Painleve Equations Buy Algebraic Analysis on Painleve Equations Download and read Algebraic Analysis on Painleve Equations ebook, pdf, djvu, epub, mobi, fb2, zip, rar, torrent Download to iPad/iPhone/iOS, B&N nook Algebraic Analysis on Painleve Equations
Algebraic Analysis on Painleve Equations by Yousuke Ohyama
Author: Yousuke Ohyama
Page Count: 350 pages
Published Date: 30 Aug 2016
Publisher: World Scientific Publishing Co Pte Ltd
Publication Country: Singapore, Singapore
Language: English
Type: Pdf
ISBN: 9789812561947
File size: 42 Mb
Download Link: Algebraic Analysis on Painleve Equations
---------------------------------------------------------------
In the past three decades, studies on the Painleve equations have rapidly developed through the efforts of many researchers in various fields. The Painleve equations have numerous applications to differential geometry, probability theory, soliton theory, topological field theory, and others. In the past ten years, the Painleve equations have been studied not only by analytic methods, but also by algebraic methods, such as rational algebraic surfaces, differential Galois theory, the affine Weyl groups, and representation theory. This book serves as a guide to algebraic studies on the Painleve equations and as an introduction to non-specialists. The book aims to be self-contained by presenting complete proofs of the theorems.
Read online Algebraic Analysis on Painleve Equations Buy Algebraic Analysis on Painleve Equations Download and read Algebraic Analysis on Painleve Equations ebook, pdf, djvu, epub, mobi, fb2, zip, rar, torrent Download to iPad/iPhone/iOS, B&N nook Algebraic Analysis on Painleve Equations