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This book aims to fill the gap in the available literature on supermanifolds, describing the different approaches to supermanifolds together with various applications to physics, including some which rely on the more mathematical aspects of supermanifold theory. The first part of the book contains a full introduction to the theory of supermanifolds, comparing and contrasting the different approaches that exist. Topics covered include tensors on supermanifolds, super fibre bundles, super Lie groups and integration theory. Later chapters emphasise applications, including the superspace approach to supersymmetric theories, super Riemann surfaces and the spinning string, path integration on supermanifolds and BRST quantization.
This book aims to fill the gap in the available literature on supermanifolds, describing the different approaches to supermanifolds together with various applic
This book aims to fill the gap in the available literature on supermanifolds, describing the different approaches to supermanifolds together with various applic
This book presents a detailed exposition of the modern theory of supermanifolds, including a rigorous account of the super-analogs of all the basic structures o
Supermanifolds and Supergroups explains the basic ingredients of super manifolds and super Lie groups. It starts with super linear algebra and follows with a tr
This updated and expanded second edition of an established text presents a detailed exposition of the modern theory of supermanifolds, including a rigorous acco