MG12 - Talk detail |
Participant |
Izaurieta, Fernando | |
Institution |
Universidad Católica de la Santísima Concepción - Alonso de Ribera 2850 - Concepción - Región del Bío-Bío - Chile | |
Session |
Talk |
Abstract |
MGAT8 |
Chern-Simons Forms and Supergravities in D = 11 |
It has been pointed out several times in the past that eleven-dimensional Chern-Simons Supergravity would make a natural candidate for M Theory, due to its appealing good behaviour as a gauge theory. However, according to our current understanding of String Theory and M Theory, in that case it should be possible to recover standard Cremmer-Julia-Scherk Supergravity as some kind of limit of Chern-Simons Supergravity. All efforts notwithstanding the issue remains open until now. Solving this problem turns out to be a relevant consistency condition, necessary to test whether in fact, a Chern-Simons Supergravity theory could provide us with a consistent action principle for M Theory. A possible solution to the problem could be to compare not the dynamics of both theories but directly their action principles. Perhaps standard supergravity could correspond to a sector of a ChernSimons theory in d = 11, where other terms in the action could correspond to higher order corrections in a lenght parameter. |
SQG1 |
Chern-Simons Forms and Supergravities in D = 11 |
It has been pointed out several times in the past that eleven-dimensional Chern-Simons Supergravity (a higher-power in curvature lagrangian) would make a natural candidate for M Theory, due to its appealing good behaviour as a gauge theory. However, according to our current understanding of String Theory and M Theory, in that case it should be possible to recover standard Cremmer-Julia-Scherk Supergravity as some kind of limit of Chern-Simons Supergravity. All efforts notwithstanding the issue remains open until now. Solving this problem turns out to be a relevant consistency condition, necessary to test whether in fact, a Chern-Simons Supergravity theory could provide us with a consistent action principle for M Theory. A possible solution to the problem could be to compare not the dynamics of both theories but directly their action principles. Perhaps standard supergravity could correspond to a sector of a ChernSimons theory in d = 11, where other terms in the action could correspond to higher order corrections in a length parameter. |