Supersymmetry in Spaces of Constant Curvature
D.G.C. McKeon (University of Western Ontario), T.N. Sherry (National, University of Ireland, Galway)
TL;DR
This paper explores the properties and implications of supersymmetry within spaces of constant curvature across various dimensions, including spherical, de Sitter, and Anti-de Sitter geometries.
Contribution
It extends supersymmetry concepts to curved spaces of different dimensions, analyzing their structure and potential physical implications.
Findings
Supersymmetry can be consistently formulated in curved spaces.
Distinct features arise in supersymmetry due to curvature effects.
Results may impact theories of quantum gravity and cosmology.
Abstract
Supersymmetry is considered in spaces of constant curvature (spherical, de Sitter and Anti-de Sitter spaces) of two, three and four dimensions.
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