Geometry and Integrability

Zusammenfassung Based on a seminar for graduates held at the Feza Gürsey Institute, there are articles by some key researchers. One attractive feature is the inclusion of the algebro-geometric material as well as the twistor space methods, which form a bridge between the pure mathematics and the more physical approaches. Inhaltsverzeichnis 1. Introduction Lionel Mason; 2. Differential equations featuring many periodic solutions F. Calogero; 3. Geometry and integrability R. Y. Donagi; 4. The anti self-dual Yang-Mills equations and their reductions Lionel Mason; 5. Curvature and integrability for Bianchi-type IX metrics K. P. Tod; 6. Twistor theory for integrable equations N. M. J. Woodhouse; 7. Nonlinear equations and the d-bar problem P. Santini.

Product details

• Authors: Lionel Mason, Lionel (University of Oxford) Nutku Mason, Lionel J. Nutku Mason, Lionel Nutku Mason, Yavuz Nutku
• Assisted by: L. J. Mason (Editor), Lionel Mason (Editor), Lionel (University of Oxford) Mason (Editor), Lionel J. Mason (Editor), Yavaz Nutku (Editor), Yavuz Nutku (Editor), Yavuz (Feza Gursey Institute Nutku (Editor)
• Publisher: Cambridge University Press ELT
• Languages: English
• Product format: Paperback / Softback
• Released: 20.11.2003
• EAN: 9780521529990
• ISBN: 978-0-521-52999-0
• No. of pages: 166
• Series: London Mathematical Society Lecture Note Series; London Mathematical Society Lecture Note Series; London Mathematical Society Le
• Subject: Natural sciences, medicine, IT, technology > Mathematics > Miscellaneous