Time averaging for functional differential equations.
On solutions of linear difference equations with infinite delay.
The method of averaging and functional differential equations with delay.
On the averaging method for differential equations with delay.
Oscillation of two delays differential equations with positive and negative coefficients.
Existence of solutions for impulsive neutral functional differential equations with multiple delays.
Time averaging for ordinary differential equations and retarded functional differential equations.
Averaging results for functional-differential equations.
Averaging for ordinary differential equations perturbed by a small parameter
In this paper, we prove and discuss averaging results for ordinary differential equations perturbed by a small parameter. The conditions we assume on the right-hand sides of the equations under which our averaging results are stated are more general than those considered in the literature. Indeed, often it is assumed that the right-hand sides of the equations are uniformly bounded and a Lipschitz condition is imposed on them. Sometimes this last condition is relaxed to the uniform continuity in...
Some averaging results for ordinary differential inclusions
We consider ordinary differential inclusions and we state and discuss some averaging results for these inclusions. Our results are proved under weaker conditions than the results in the literature.
Page 1