Articulo
Equilibrium states of generalised singular value potentials and applications to affine iterated function systems
Geometric and Functional Analysis
Registro en:
1140202
1140202
Autor
Da Silva-Bochi, Jairo
Morris, Ian D
Institución
Resumen
We completely describe the equilibrium states of a class of potentials over the full shift which includes Falconer's singular value function for affine iterated function systems with invertible affinities. We show that the number of distinct ergodic equi Regular FONDECYT FONDECYT