Massive Spinning Particle in Any Dimension I. Integer Spins
arXiv:hep-th/9805020 · doi:10.1016/S0550-3213(98)00617-8
Abstract
The Kirillov-Souriau-Kostant construction is applied to derive the classical and quantum mechanics for the massive spinning particle in arbitrary dimension.
13 pages, LaTeX
References in corpus (1)
Cited by in corpus (9)
- Radiation reaction and renormalization in classical electrodynamics of point particle in any dimension
- Classical and quantum theory of the massive spin-two field
- Manifestly Covariant Worldline Actions from Coadjoint Orbits. Part I: Generalities and Vectorial Descriptions
- World sheets of spinning particles
- A uniform model of the massive spinning particle in any dimension
- Massive particle with torsion and conformal mechanics
- On the world sheet of continuous helicity particle
- Hidden supersymmetry and Berezin quantization of N=2, D=3 spinning superparticles
- Ab Initio Construction of Poincaré and AdS Particle