q¿deformed Lax equations and their differential geometric background - Magnot, Jean-Pierre
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This book gathers mathematical features that are necessary for a rigorous apprehension of the method of q-deformation for integration of Lax equations. The choice of the developed topics is done with respect to the actual mathematical literature. This book focus on topics that are not disseminated in books, but only on research articles or preprints, and intends to serve as a reference for future developments of the method of q-deformation of Lax equations.

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Produktbeschreibung
This book gathers mathematical features that are necessary for a rigorous apprehension of the method of q-deformation for integration of Lax equations. The choice of the developed topics is done with respect to the actual mathematical literature. This book focus on topics that are not disseminated in books, but only on research articles or preprints, and intends to serve as a reference for future developments of the method of q-deformation of Lax equations.
Autorenporträt
Jean-Pierre Magnot is a researcher in the broad area of infinite dimensional geometry. His reseach interests include generalized differential geometry, mathematical physics, renormalization, Feynman integrals and the geometry of partial differential equations.