Динамические системы

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Harmonic maps and integrable systems

Автор: Fordy A.P., Wood J.C.
Год: 1994

Страниц: [не указано]
ISBN: [не указан]
Explains the ideas involved in applying the theory of integrable systems to finding harmonic maps and related geometric objects. Harmonic maps, which are maps between Riemannian or pseudo- Riemannian manifolds that extremize a natural energy integral, are applied in the theory of minimal an constant mean curvature surfaces, and as the non-linear sigma and chiral models of particle physics. An introduction for graduate students and mathematicians, and suitable as a supplement or core text for a graduate course.
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