Geometric Integration Theory on Supermanifolds

Geometric Integration Theory on Supermanifolds

£ 35.00

T. Voronov, University of Manchester, UK

This volume provides a detailed account of the theory of forms on supermanifolds – a correct and non-trivial analogue of Cartan-De Rham theory based on new concepts. It also develops supermanifold differential topology including such notions as supermanifolds with boundary and supermanifold bordism, naturally arising for the needs of of integration theory.

2013        Hbk       ISBN: 978-1-904868-82-8     150pp

Description

This volume provides a detailed account of the theory of forms on supermanifolds – a correct and non-trivial analogue of Cartan-De Rham theory based on new concepts. It also develops supermanifold differential topology including such notions as supermanifolds with boundary and supermanifold bordism, naturally arising for the needs of integration theory. One of the key features is the identification of a class of “proper morphisms” of supermanifolds, intimately connected with Berezin integration and of fundamental importance in various problems.

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