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|a Geometry and integrability /
|c edited by Lionel Mason and Yavuz Nutku.
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|a Cambridge ;
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|c 2003.
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|a London Mathematical Society lecture note series ;
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|a Includes bibliographical references (pages 152-153) and index.
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|a Introduction / Lionel Mason -- Differential equations featuring many periodic solutions / F. Calogero -- Geometry and integrability / R.Y. Donagi -- The anti self-dual Yang-Mills equations and their reductions / Lionel Mason -- Curvature and integrability for Bianchi-type IX metrics / K.P. Tod -- Twistor theory for integrable equations / N.M.J. Woodhouse -- Nonlinear equations and the d-bar problem / P. Santini.
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|a 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.
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|a Twistor theory.
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|a Fiber spaces (Mathematics)
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|a Géométrie différentielle globale.
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|a Mason, L. J.
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|a Nutku, Yavuz.
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|i Print version:
|t Geometry and integrability.
|d Cambridge ; New York : Cambridge University Press, 2003
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|a London Mathematical Society lecture note series ;
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