Abstract
In this paper we prove existence for all time t≦0, uniqueness, regularity and stability of solutions of a Cauchy problem in a Hilbert space H for the equation
An application is given; in particular, existence for all t≦0, uniqueness and stability of classical solutions of an initial-boundary value problem for the nonlinear partial integro-differential equation
AMOS(MOS) No. 35L20; 35B40
This research was supported by FINEP and CEPG-UFRJ.
This research was supported by FINEP and CEPG-UFRJ.
Notes
This research was supported by FINEP and CEPG-UFRJ.