Topological and Algebraic Geometry Methods in Contemporary Mathematical Physics

Topological and Algebraic Geometry Methods in Contemporary Mathematical Physics

£ 30.00

B. A. Dubrovin, International School For Advanced Studies, Trieste, Italy, I. M. Krichever & S. P. Novikov

A classic survey of algebraic geometry and topological methods in various problems of mathematical physics and provides an excellent reference text for for graduate students and researchers.

2004       Hbk      ISBN: 1-904868-30-4      200pp

Description

Part one concerns Hamiltonian formalism and methods that generalise Morse for certain dynamical systems of physical origin.

Part two presents algebraic geometry analysis of the Yang-Baxter equations for two-dimensional models

Part three presents the theory of multidimensional theta functions of Abel, Riemann, Poincare in a form that is elementally and convenient for applications.

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