Title of article
Uniform exponential stability for evolution families on the half-line
Author/Authors
Preda ، Petre - West University of Timisoara , Muresan ، Raluca - West University of Timisoara
Pages
6
From page
68
To page
73
Abstract
In this paper we give a characterization for the uniform exponential stability of evolution families {Φ(t,t0)}t≥t0 on R+ that do not have an exponential growth, using the hypothesis that the pairs of function spaces (L1(X);L ∞(X)) and (Lp(X);Lq(X)),(p,q)≠(1;∞), are admissible to the evolution families.
Keywords
Evolution family , admissibility , uniform exponential stability
Journal title
Journal of Nonlinear Science and Applications
Serial Year
2013
Journal title
Journal of Nonlinear Science and Applications
Record number
2475409
Link To Document