We have described numerical methods for solving stiff initial-value problems using one-step schemes of exponential type. The methods have been analysed for ...
This paper deals with a parameter uniform numerical method for singularly perturbed time delayed parabolic convection-diffusion problems. The method consists of ...
The research introduces innovative extended one-step schemes of exponential type specifically designed for addressing stiff initial-value problems, ...
1In this article, we present exponential schemes for solving linear and nonlinear stiff initial-value problems. First, we consider the linear problem on the ...
Optimal extended one-step schemes of exponential type for stiff initial-value problems · Computer Science, Mathematics. International Journal of Computational…
A new class of exponential propagation techniques which we call exponential propagation iterative (EPI) methods is introduced in this paper.
We derive a new class of parallelizable two-step peer methods for the numerical solution of stiff systems of Ordinary Differential Equations (ODEs), ...
It was observed in Curtiss & Hirschfelder (1952) that explicit methods failed for the numerical solution of initial value problems for ordinary differential ...
We have suggested a practical approach for the implementation of the exponential time differencing schemes of the Runge–Kutta type [31] for numerical simulation ...
Dec 10, 2021 · In our paper, we present a numerical-analytical method based on the rational approximation of the ODE solution, which is naturally A- and A ( α ) -stable.
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