Riemann Surfaces, Theta-functions and Differential Equations
Boris Dubrovin, Tamara Grava
CONTENTS
1. Introduction to Riemann surfaces and theta-functions.
2. Baker-Akhiezer functions and KP.
3. Integrable equations and spectral theory.
4. Applications to mechanics and nonlinear waves.
5. Frobenius structures on Hurwitz spaces and Whitham equations.
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