Global existence and controllability to a stochastic integro-differential equation.
Global existence and stability of some semilinear problems
We prove global existence and stability results for a semilinear parabolic equation, a semilinear functional equation and a semilinear integral equation using an inequality which may be viewed as a nonlinear singular version of the well known Gronwall and Bihari inequalities.
Global existence of solutions of certain functional-differential equations
Global Solutions of Ordinary Differential Equations with Lag.
Global transformations of linear differential equations.
Holomorphic solutions to linear first-order functional differential equations.
Homogenization and ergodic theory
Initial and Boundary Value Problems for Functional Differential Equations via the Topological Transversality Method: A Survey
Initial and boundary value problems for functional integro-differential equations.
Initial and boundary value problems for nonconvex valued multivalued functional differential equations.
Initial boundary value problems for second order impulsive functional differential inclusions.
Initial Value Problem for Mixed-Type Differential Equations.
Initial value problems for nonlinear nonresonant delay differential equations with possibly infinite delay.
Kalecki's model of business cycle. Data dependence.
Kneser's theorem for multivalued differential delay equations
Limits of inner superposition operators and Young measures.
Maximum principles and boundary value problems for first-order neutral functional differential equations.
Mean-Periodic Solutions of Retarded Functional Differential Equations
In this paper we present a spectral criterion for existence of mean-periodic solutions of retarded functional differential equations with a time-independent main part.
Measure solutions for semilinear evolution equations with polynomial growth and their optimal control
In this paper we introduce a new concept of generalized solutions generalizing the notion of relaxed solutions recently introduced by Fattorini. We present some results on the question of existence of generalized or measure valued solutions for semilinear evolution equations on Banach spaces with polynomial nonlinearities. The results are illustrated by two examples one of which arises in nonlinear quantum mechanics. The results are then applied to some control problems.
Modified Wiener equations.