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Analysis and numerical simulation of tuberculosis model using different fractional derivatives
The main goal of the current research is to study and explore dynamic behavior of
tuberculosis by using fractional mathematical model. In this study, recently introduced …
tuberculosis by using fractional mathematical model. In this study, recently introduced …
Controllability of second order semilinear random differential equations in Fréchet spaces
This paper deals with the study of some existence and controllability results for a class of
second-order functional differential equations with random effects in Fréchet spaces. The …
second-order functional differential equations with random effects in Fréchet spaces. The …
Solution of linear and nonlinear singular value problems using operational matrix of integration of Taylor wavelets
In this paper, we present an effective method under Taylor wavelets and collocation
technique to find an approximate solution of linear and non-linear second-order singular …
technique to find an approximate solution of linear and non-linear second-order singular …
Green–Haar wavelets method for generalized fractional differential equations
The objective of this paper is to present two numerical techniques for solving generalized
fractional differential equations. We develop Haar wavelets operational matrices to …
fractional differential equations. We develop Haar wavelets operational matrices to …
On the asymptotic stability of solutions of stochastic differential delay equations of second order
In this paper, we consider a non-linear stochastic differential delay equation (SDDE) of
second order. We derive new sufficient conditions which guarantee stochastically stability …
second order. We derive new sufficient conditions which guarantee stochastically stability …
Solution of linear and nonlinear singular value problems using operational matrix of integration of Fibonacci wavelets
Vivek, M Kumar - Journal of Engineering Mathematics, 2024 - Springer
This article introduces a proficient method for solving both linear and nonlinear second-
order singular value differential equations within the framework of Fibonacci wavelets and …
order singular value differential equations within the framework of Fibonacci wavelets and …
[HTML][HTML] Analytical and numerical approximations to some coupled forced damped duffing oscillators
In this investigation, two different models for two coupled asymmetrical oscillators, known as,
coupled forced damped Duffing oscillators (FDDOs) are reported. The first model of coupled …
coupled forced damped Duffing oscillators (FDDOs) are reported. The first model of coupled …
[HTML][HTML] Qualitative analyses of differential systems with time-varying delays via Lyapunov–Krasovskiĭ approach
In this paper, a class of systems of linear and non-linear delay differential equations (DDEs)
of first order with time-varying delay is considered. We obtain new sufficient conditions for …
of first order with time-varying delay is considered. We obtain new sufficient conditions for …
On the behaviors of solutions of systems of non-linear differential equations with multiple constant delays
O Tunç - Revista de la Real Academia de Ciencias Exactas …, 2021 - Springer
In this paper, non-perturbed and perturbed systems of non-linear differential equations with
multiple constant delays are considered. Five new theorems on the qualitative properties of …
multiple constant delays are considered. Five new theorems on the qualitative properties of …
Bifurcation analysis of a discrete Phytoplankton–Zooplankton model with linear predational response function and toxic substance distribution
Phytoplanktons are drifting plants in an aquatic system. They provide food for marine
animals and are compared to terrestrial plants in that having chlorophyll and carrying out …
animals and are compared to terrestrial plants in that having chlorophyll and carrying out …