INVESTIGADORES
RUBIN DE CELIS Emilio
artículos
Título:
Massless geodesics in $AdS_5\times Y(p,q)$ as a superintegrable system
Autor/es:
EMILIO RUBÍN DE CELIS; OSVALDO PABLO SANTILLÁN
Revista:
JOURNAL OF HIGH ENERGY PHYSICS - (Online)
Editorial:
Sissa - Springer Berlin / Heidelberg
Referencias:
Lugar: Trieste; Año: 2012 vol. 2012 p. 32 - 32
ISSN:
1029-8479
Resumen:
A constant of motion of Carter type for a probe particle in the Y (p, q) EinsteinSasaki backgrounds is presented. This quantity is functionally independent with respect to the five known constants for these geometries. As the metric is five dimensional and the number of independent constants of motion is at least six, the geodesic equations turn out to be superintegrable. This result applies to the configuration of massless geodesic in AdS 5 × Y (p, q) studied by Benvenuti and Kruczenski [86], which are matched to long BPS operators in the dual N = 1 supersymmetric gauge theory.
