PoS - Proceedings of Science
Volume 394 - RDP online workshop "Recent Advances in Mathematical Physics" (Regio2020) - Session 2
Non-compact Complex Projective Superspaces by Hamiltonian reduction
E. Khastyan
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Published on: April 23, 2021
Abstract
We briefly describe some concepts of super-Hamiltonian reduction and complex projective spaces. Next, we are going to perform super-Hamiltonian reduction in a concrete case, namely to get compact and non-compact complex projective superspaces from complex (pseudo)Euclidean superspaces. Then we concentrate on the non-compact case, and specifically on the supergeneralization of 𝑁-dimensional Klein model and the mapping of superconformal mechanics on it.
DOI: https://doi.org/10.22323/1.394.0004
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