Open Access
4- https://doi.org/10.1155/2012/954352
Smooth Solutions of a Class of Iterative Functional Differential Equations
- Jan 1, 2012
- Abstract and Applied Analysis
- Houyu Zhao
Abstract
By Faà di Bruno’s formula, using the fixed‐point theorems of Schauder and Banach, we study the existence and uniqueness of smooth solutions of an iterative functional differential equation x′(t) = 1/(c0x[0](t) + c1x[1](t) + ⋯+cmx[m](t)).
- # Fixed-point Theorems Of Schauder
- # Solutions Of Differential Equation
- # Iterative Equation
- # Existence Of Solutions
- # Functional Equation
- # Solutions Of Equation
- # Iterative Functional Differential Equation
- # Functional Differential Equation
- # Smooth Solutions
- # Fixed-point Theorems
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