Abstract
Abstract We obtain asymptotic result for the solutions of neutral differential equations. Our technique depends on characteristic equations.
Highlights
Neutral differential equations (NDEs) describe a certain form of delay differential equations
Motivated by the results of references therein, we investigate asymptotic properties of solutions to first order (NDE)
Let m z− ́gi (z) λ (t)dt σ = sup {∑ |bi(z)| |gi(z)| e z z≥z0+l−h i=1 n z− ́h j (z) λ (t)dt
Summary
Neutral differential equations (NDEs) describe a certain form of delay differential equations. An Asymptotic Result for neutral differential equations We obtain asymptotic result for the solutions of neutral differential equations. Most of solutions of (NDEs) can not be obtained in closed form. Many authors have investigated qualitative behaviour of solutions of (NDEs).
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