0000000000774993

AUTHOR

Paul K. Townsend

showing 2 related works from this author

Kaluza-Klein origin for the superstring tension

1992

The natural configuration space of a string in a background antisymmetric tensor potential is not loop space, but a principal U(1) bundle over loop space. This allows a Kaluza-Klein--like interpretation of the string tension as momentum along the U(1) fiber, and a similar interpretation is possible for a {ital p}-dimensional object. The higher-dimensional'' action incorporating this momentum as a dynamical variable is given for a {ital p}-dimensional supersymmetric extended object, in a general supergravity background. Its relevance, for a flat background, to classical anomalies'' in the supersymmetry algebra is explained.

PhysicsHigh Energy Physics::TheoryClassical mechanicsAntisymmetric tensorSupergravityLoop spaceKaluza–Klein theorySuperstring theorySupersymmetryString (physics)Supersymmetry algebraMathematical physicsPhysical Review D
researchProduct

Superconformal mechanics, black holes, and non-linear realizations

1998

The OSp(2|2)-invariant planar dynamics of a D=4 superparticle near the horizon of a large mass extreme black hole is described by an N=2 superconformal mechanics, with the SO(2) charge being the superparticle's angular momentum. The {\it non-manifest} superconformal invariance of the superpotential term is shown to lead to a shift in the SO(2) charge by the value of its coefficient, which we identify as the orbital angular momentum. The full SU(1,1|2)-invariant dynamics is found from an extension to N=4 superconformal mechanics.

High Energy Physics - TheoryPhysicsNuclear and High Energy PhysicsAngular momentumSuperpotentialFOS: Physical sciencesMechanicsGeneral Relativity and Quantum Cosmology (gr-qc)Mathematical Physics (math-ph)General Relativity and Quantum CosmologyBlack holeHigh Energy Physics::TheoryRotating black holeHigh Energy Physics - Theory (hep-th)Total angular momentum quantum numberExtremal black holeAngular momentum couplingAngular momentum operatorMathematical Physics
researchProduct