Non-Relativistic Superbranes
Joaquim Gomis, Kiyoshi Kamimura, Paul K. Townsend
TL;DR
This paper derives a non-relativistic super p-brane action from relativistic counterparts, addressing subtleties in the limit and providing explicit models for D0-branes, superstrings, and supermembranes.
Contribution
It introduces a reparametrization-invariant, kappa-symmetric non-relativistic super p-brane action as a limit of relativistic actions, resolving previous subtleties.
Findings
Explicit non-relativistic super p-brane actions derived
Realization of super-Bargmann algebra with D0-brane
Models for IIA superstring and 11D supermembrane
Abstract
Subtleties arising in the non-relativistic limit of relativistic branes are resolved, and a reparametrization-invariant and kappa-symmetric non-relativistic super p-brane action is obtained as a limit of the action for a relativistic super p-brane in a Minkowski vacuum. We give explicit results for the D0-brane, which provides a realization of the super-Bargmann algebra, the IIA superstring and the 11-dimensional supermembrane.
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