2020•Journal of Mathematics and InformaticsRequires access

Impulsive Measure Functional Differential Equations: Differentiability of Solutions with Respect to Parameters

Baolin Li, Wanxiu Yang

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Abstract

In this paper, we establish the differentiability of solutions with respect to parameters for impulsive measure functional differential equations by using the differentiability of solutions with respect to parameters for generalized ordinary differential equations.

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What this paper is about

In this paper, we establish the differentiability of solutions with respect to parameters for impulsive measure functional differential equations by using the differentiability of solutions with respect to parameters for generalized ordinary differential equations.

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Available abstract

In this paper, we establish the differentiability of solutions with respect to parameters for impulsive measure functional differential equations by using the differentiability of solutions with respect to parameters for generalized ordinary differential equations.

Key concepts: Measure (data warehouse), Differentiable function, Mathematics, Applied mathematics, Mathematical analysis, Differential equation, Differential (mechanical device), Computer science

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