The paper deals with the explicit finite difference schemes for the fractional oscillator. The questions of approximation, stability and convergence of these schemes
The article proposes a nonlocal explicit finite-difference scheme for the numerical solution of a no...
In this paper, we consider some aspects of the numerical analysis of the mathematical model of fract...
In this paper, the space-time variable order fractional wave equation with a nonlinear source term i...
The Cauchy problem for a wide class of fractal oscillators is considered in the paper and its numeri...
The paper deals with the model of variable-order nonlinear hereditary oscillator based on a numerica...
The paper deals with the model of variable-order nonlinear hereditary oscillator based on a numerica...
The paper deals with the model of variable-order nonlinear hereditary oscillator based on a numerica...
We propose a model of a fractal oscillator with variable fractional order. Received and investigate...
The article considers an implicit finite-difference scheme for the Duffing equation with a derivativ...
In this paper we discuss numerical methods for fractional order problems. Some nonstandard finite di...
In this paper we discuss numerical methods for fractional order problems. Some nonstandard finite di...
In this paper it is illustrated that currently there is a new element in electronics - fractional or...
AbstractIn this paper, we develop a framework to obtain approximate numerical solutions of the fract...
In this paper, a fractional-order FIR differentiator design method using the differential evolution ...
Variable-order fractional diffusion equation model is a recently developed and promising approach to...
The article proposes a nonlocal explicit finite-difference scheme for the numerical solution of a no...
In this paper, we consider some aspects of the numerical analysis of the mathematical model of fract...
In this paper, the space-time variable order fractional wave equation with a nonlinear source term i...
The Cauchy problem for a wide class of fractal oscillators is considered in the paper and its numeri...
The paper deals with the model of variable-order nonlinear hereditary oscillator based on a numerica...
The paper deals with the model of variable-order nonlinear hereditary oscillator based on a numerica...
The paper deals with the model of variable-order nonlinear hereditary oscillator based on a numerica...
We propose a model of a fractal oscillator with variable fractional order. Received and investigate...
The article considers an implicit finite-difference scheme for the Duffing equation with a derivativ...
In this paper we discuss numerical methods for fractional order problems. Some nonstandard finite di...
In this paper we discuss numerical methods for fractional order problems. Some nonstandard finite di...
In this paper it is illustrated that currently there is a new element in electronics - fractional or...
AbstractIn this paper, we develop a framework to obtain approximate numerical solutions of the fract...
In this paper, a fractional-order FIR differentiator design method using the differential evolution ...
Variable-order fractional diffusion equation model is a recently developed and promising approach to...
The article proposes a nonlocal explicit finite-difference scheme for the numerical solution of a no...
In this paper, we consider some aspects of the numerical analysis of the mathematical model of fract...
In this paper, the space-time variable order fractional wave equation with a nonlinear source term i...
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