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Next, we introduce the Green function of fractional functional differential equations boundary value problems.
Gabriel and H. Hanisch provided new methods for the study of functional differential equations with delay.
This leads to neutral functional differential equations with exponential nonlinearities.
We now formulate our functional differential problem.
We consider the following impulsive functional differential system: (2.1).
Theorems on weak solutions to functional differential inequalities are presented.
Consider the impulsive functional differential equation as follows: (4.1).
Consider the following system of functional differential equations (1.1).
Neutral functional differential equations have their own history.
Consider the following impulsive functional differential systems (2.1).
The article deals with functional differential inequalities generated by the Cauchy problem for nonlinear first-order partial functional differential equations.
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