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Morita equivalence and the generalized Kähler potential

Abstract:

We solve the problem of determining the fundamental degrees of freedom underlying a generalized Kähler structure of symplectic type. For a usual Kähler structure, it is well-known that the geometry is determined by a complex structure, a Kähler class, and the choice of a positive (1,1)-form in this class, which depends locally on only a single real-valued function: the Kähler potential. Such a description for generalized Kähler geometry has been sought since it was discovered in 1984. We show...

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Institution:
University of Oxford
Department:
Mathematical Institute
Role:
Author
Publisher:
University of Oxford Publisher's website
Publication date:
2020-12-17
Language:
English
Keywords:
Pubs id:
1083876
Local pid:
pubs:1083876
Deposit date:
2020-12-16

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