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05 February 2025

» arxiv » hep-th/9210091

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Even and odd symplectic and Kählerian structures on projective superspaces
O. N. Khudaverdian ; A. P. Nersessian ;
Date:	15 Oct 1992
Journal:	J.Math.Phys. 34 (1993) 5533-5548
Subject:	High Energy Physics - Theory; Differential Geometry \| hep-th math.DG
Abstract:	Supergeneralization of $DC P(N)$ provided by even and odd Kählerian structures from Hamiltonian reduction are construct.Operator $ Delta$ which used in Batalin-- Vilkovisky quantization formalism and mechanics which are bi-Hamiltonian under corresponding even and odd Poisson brackets are considered.
Source:	arXiv, hep-th/9210091
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