INVESTIGADORES
PASTAWSKI Horacio Miguel
artículos
Título:
Survival probability of surface excitations in a 2d lattice: non-Markovian effects and survival collapse
Autor/es:
ELENA RUFEIL FIORI; HORACIO M. PASTAWSKI
Revista:
BRAZILIAN JOURNAL OF PHYSICS
Editorial:
Sociedad Brasileira de Física
Referencias:
Lugar: San Pablo; Año: 2006 vol. 36 p. 844 - 847
ISSN:
0103-9733
Resumen:
The evolution of a surface excitation in a two dimentional model is analyzed. I) It starts quadratically up to a spreading time t_{S}. II) It follows an exponential behavior governed by a self-consistent Fermi Golden Rule. III) At longer times, the exponential is overrun by an inverse power law describing return processes governed by quantum diffusion. At this last transition time t_{R} a survival collapse becomes possible, bringing the survival probability down by several orders of magnitude. We identify this strongly destructive interference as an antiresonance in the time domain.
