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Generalized functional differential equations: existence and uniqueness of solutions

机译:广义泛函微分方程:解的存在性和唯一性

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We study generalized nonlinear functional differential equations arising in various applications, for instance in the control theory, or if there is a need to incorporate impulsive and/or delay effects into the underlying system. The main result of the paper provides a general existence and uniqueness theorem for such equations, and we also give many illustrative examples. The proofs are based on the theory of generalized Volterra operators in the spaces of continuous and discontinuous functions.
机译:我们研究在各种应用中产生的广义非线性泛函微分方程,例如在控制理论中,或者是否需要将脉冲效应和/或延迟效应纳入基础系统。本文的主要结果为此类方程式提供了一个普遍的存在性和唯一性定理,并且我们还给出了许多说明性的例子。证明是基于连续和不连续函数空间中的广义Volterra算子的理论。

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