IFLYSIB   05383
INSTITUTO DE FISICA DE LIQUIDOS Y SISTEMAS BIOLOGICOS
Unidad Ejecutora - UE
artículos
Título:
Estimates of large deviations in dynamical systems by a non-additive thermodynamic formalism
Autor/es:
MESON, ALEJANDRO M.; VERICAT, FERNANDO
Revista:
FAR EAST JOURNAL OF DYNAMICAL SYSTEMS
Editorial:
Pushpa Publishing House
Referencias:
Lugar: Allahabad; Año: 2009 vol. 11 p. 1 - 16
ISSN:
0972-1118
Resumen:
In this article we obtain bounds for large deviations processes in dynamical systems, in which non-additive sequences are considered. More specifically, for potential sequences {vn} and dynamical maps f such that vn-vn+1.f converges uniformly we estimate the growing rate of u(x: (1/n)vn(x) belongs to I), where u is a finite Borel measure on X and I is a real interval. We consider also a particular case in which the process description easily follows from Ellis theorem.