AbstractWe apply the new algorithm developed by Mika and Palczewski for singularly perturbed systems of ordinary differential equations to systems of second order equations closely related to a discretised version of the telegraph equation
In this paper we have a first order ODE that contain a small argument in front of the derivative was...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
We construct asymptotic expansions for ordinary differential equations with highly oscillatory forci...
AbstractPresented in this paper is a new algorithm for the asymptotic expansion of a solution to an ...
AbstractPresented in this paper is a new algorithm for the asymptotic expansion of a solution to an ...
Matched asymptotic expansions (MAE) are used to obtain a first order approximation to the solution o...
The main purpose of this thesis is to address the application of perturbation expansion techniques f...
We describe an asymptotic method for approximating solutions of systems of ODEs with oscillatory fo...
We describe an asymptotic method for approximating solutions of systems of ODEs with oscillatory fo...
An approximate solution is obtained for a singularly perturbed system of initial valued, time invari...
AbstractAsymptotic results are obtained for an initial-value problem for singularly perturbed system...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
AbstractSingularly perturbed nonlinear differential/algebraic equations (DAE's) are considered, whic...
AbstractIn this paper, the general expansion produced in the companion paper (J. Math. Anal. Appl. 1...
AbstractA formal uniform asymptotic solution of the differential equation d2udz2 + λ2R̂(z, λ) u = 0,...
In this paper we have a first order ODE that contain a small argument in front of the derivative was...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
We construct asymptotic expansions for ordinary differential equations with highly oscillatory forci...
AbstractPresented in this paper is a new algorithm for the asymptotic expansion of a solution to an ...
AbstractPresented in this paper is a new algorithm for the asymptotic expansion of a solution to an ...
Matched asymptotic expansions (MAE) are used to obtain a first order approximation to the solution o...
The main purpose of this thesis is to address the application of perturbation expansion techniques f...
We describe an asymptotic method for approximating solutions of systems of ODEs with oscillatory fo...
We describe an asymptotic method for approximating solutions of systems of ODEs with oscillatory fo...
An approximate solution is obtained for a singularly perturbed system of initial valued, time invari...
AbstractAsymptotic results are obtained for an initial-value problem for singularly perturbed system...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
AbstractSingularly perturbed nonlinear differential/algebraic equations (DAE's) are considered, whic...
AbstractIn this paper, the general expansion produced in the companion paper (J. Math. Anal. Appl. 1...
AbstractA formal uniform asymptotic solution of the differential equation d2udz2 + λ2R̂(z, λ) u = 0,...
In this paper we have a first order ODE that contain a small argument in front of the derivative was...
This paper describes an algorithm for implementing a perturbation method based on an asymptotic expa...
We construct asymptotic expansions for ordinary differential equations with highly oscillatory forci...
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