Spin, supersymmetry, and square roots of constraints

Details Spin, supersymmetry, and square roots of constraints Spin, supersymmetry, and square roots of constraints

Dec 1978

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1978aipc...48..134t&link_type=abstract

AIP Conference Proceedings, Volume 48, pp. 134-139 (1978).

Computer Science

Supersymmetry

Scientific paper

It is argued that the natural way of introducing spin degrees of a freedom in a generally covariant system is to take the square root, à la Dirac, of the first class Hamiltonian constraints which generate the dynamical evolution of the system without spin. The theories obtained in this way are locally supersymmetric by construction. A comparative analysis of the relativistic spinning particle and of supergravity is given, which shows that supergravity bears to ordinary general relativity the same relation that a Dirac particle bears to a Klein Gordon particle.

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