Symmetries and integrability of difference equations / edited by Peter A. Clarkson, Frank W. Nijhoff.

Title	Symmetries and integrability of difference equations / edited by Peter A. Clarkson, Frank W. Nijhoff.
Publication Date:	1999
Publication Place	Cambridge ; New York - Cambridge University Press, 1999.
Subject	Difference equations -- Congresses., Hypergeometric functions -- Congresses., Symmetry (Physics) -- Congresses.
Type	Book
Language	Arabic
Digital	No
Manuscript	No
Pages Count	424
Physical Dimensions	23 cm
Library:	The Institute for Advanced Study (IAS)
Record ID	3100001~!61719~!2372
Library Location	Math Stacks
Date	1999
Notes	"Second international conference ... held at the University of Kent at Canterbury, July 1-5, 1996"--Pref., Includes bibliographical references.. "Second international conference ... held at the University of Kent at Canterbury, July 1-5, 1996"--Pref., Includes bibliographical references.. 61719. xvi, 424 p. : ill. ; 23 cm.
ISBN	0521596998 (pbk.)
Seri	London Mathematical Society lecture note series 255

View in source The Institute for Advanced Study (IAS)

The Institute for Advanced Study (IAS)

Symmetries and integrability of difference equations / edited by Peter A. Clarkson, Frank W. Nijhoff.

Publication Date 1999

Publication Place Cambridge ; New York - Cambridge University Press, 1999.

Subject Difference equations -- Congresses., Hypergeometric functions -- Congresses., Symmetry (Physics) -- Congresses.

Type Book

Language Arabic

Digital No

Manuscript No

Pages Count 424

Physical Dimensions 23 cm

Library The Institute for Advanced Study (IAS)

Record ID 3100001~!61719~!2372

Library Location Math Stacks

Date 1999

Notes "Second international conference ... held at the University of Kent at Canterbury, July 1-5, 1996"--Pref., Includes bibliographical references.. "Second international conference ... held at the University of Kent at Canterbury, July 1-5, 1996"--Pref., Includes bibliographical references.. 61719. xvi, 424 p. : ill. ; 23 cm.

ISBN 0521596998 (pbk.)

Seri London Mathematical Society lecture note series 255