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N-Extended Local Supersymmetry of Massless Particles in Spaces of Constant Curvature

Sergei M. Kuzenko

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Abstract

We review the unified description of massless spinning particles, living in spaces of constant curvature, in the framework of the pseudoclassical approach with a gauged $N$-extended worldline supersymmetry and a local $O(N)$ invariance.

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We review the unified description of massless spinning particles, living in spaces of constant curvature, in the framework of the pseudoclassical approach with a gauged $N$-extended worldline supersymmetry and a local $O(N)$ invariance.

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Available abstract

We review the unified description of massless spinning particles, living in spaces of constant curvature, in the framework of the pseudoclassical approach with a gauged $N$-extended worldline supersymmetry and a local $O(N)$ invariance.

Key concepts: Massless particle, Supersymmetry, Constant (computer programming), Constant curvature, Curvature, Physics, Cosmological constant, Mathematical physics

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