Download PDF by Camille Laurent-Gengoux,Anne Pichereau,Pol Vanhaecke: Poisson Structures: 347 (Grundlehren der mathematischen

By Camille Laurent-Gengoux,Anne Pichereau,Pol Vanhaecke

Poisson constructions seem in a wide number of contexts, starting from string conception, classical/quantum mechanics and differential geometry to summary algebra, algebraic geometry and illustration concept. In most of these contexts, it seems that the Poisson constitution isn't a theoretical artifact, yet a key aspect which, unsolicited, comes besides the matter that's investigated, and its smooth houses are decisive for the answer to the matter in approximately all instances. Poisson constructions is the 1st booklet that provides a finished advent to the speculation, in addition to an outline of different points of Poisson structures. The first half covers solid foundations, the significant half involves a close exposition of the several identified forms of Poisson constructions and of the (usually mathematical) contexts during which they seem, and the ultimate half is dedicated to the 2 major purposes of Poisson buildings (integrable structures and deformation quantization). The transparent constitution of the publication makes it sufficient for readers who encounter Poisson buildings of their examine or for graduate scholars or complicated researchers who are drawn to an introduction to the numerous features and functions of Poisson structures.​

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Poisson Structures: 347 (Grundlehren der mathematischen Wissenschaften) by Camille Laurent-Gengoux,Anne Pichereau,Pol Vanhaecke


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