INVESTIGADORES
VIDAL Raul Emilio
artículos
Título:
DECAY BOUNDS FOR NONLOCAL EVOLUTION EQUATIONS IN ORLICZ SPACES
Autor/es:
URIEL KAUFMANN; JULIO ROSSI; RAÚL EMILIO VIDAL
Revista:
Annals of Functional Analysis
Editorial:
Duke University Press
Referencias:
Año: 2016 vol. 7 p. 261 - 269
ISSN:
2008-8752
Resumen:
We show decay bounds of the form int_{R^d}phi(u(x,t))dx0. We remark that G is not assumed to be homogeneous. The function phi and the exponent r depend on G via adequate hypotheses, while J is anonnegative kernel satisfying suitable assumptions.
