Super-exponential convergence of Gibbs states in iterated schemes lattice models

MESON, ALEJANDRO M.; VERICAT, FERNANDO

JOURNAL OF INTERDISCIPLINARY MATHEMATICS

Taru Publications

Lugar: New Delhi; Año: 2009 vol. 12 p. 515 - 528

0972-0502

In this note we consider Statistical Mechanics lattice systems defined from iterative schemes and study the convergence of Gibbs ensembles supportedon periodic configurations of the system. To establish the results will be envisaged facts from the Grothendieck theory for nuclear operators.schemes and study the convergence of Gibbs ensembles supportedon periodic configurations of the system. To establish the results will be envisaged facts from the Grothendieck theory for nuclear operators. schemes and study the convergence of Gibbs ensembles supportedon periodic configurations of the system. To establish the results will be envisaged facts from the Grothendieck theory for nuclear operators.