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[HTML][HTML] Differential evolution: A recent review based on state-of-the-art works
Differential evolution (DE) is a popular evolutionary algorithm inspired by Darwin's theory of
evolution and has been studied extensively to solve different areas of optimisation and …
evolution and has been studied extensively to solve different areas of optimisation and …
A fractional model for the kerosene oil and water-based Casson nanofluid with inclined magnetic force
This investigation deals with comparative thermal aspect of nanofluid with kerosene oil and
water base fluid subject to the inclined magnetic force. The inclined surface induced the …
water base fluid subject to the inclined magnetic force. The inclined surface induced the …
[HTML][HTML] Fractional Order Modeling the Gemini Virus in Capsicum annuum with Optimal Control
In this article, a fractional model of the Capsicum annuum (C. annuum) affected by the
yellow virus through whiteflies (Bemisia tabaci) is examined. We analyzed the model by …
yellow virus through whiteflies (Bemisia tabaci) is examined. We analyzed the model by …
Second-grade fluid with Newtonian heating under Caputo fractional derivative: analytical investigations via Laplace transforms
N Sene - Mathematical Modelling and Numerical Simulation with …, 2022 - dergipark.org.tr
In this paper, we consider the constructive equations of the fractional second-grade fluid.
The considered fluid model is described by the Caputo derivative. The problem consists to …
The considered fluid model is described by the Caputo derivative. The problem consists to …
Existence of Urysohn and Atangana–Baleanu fractional integral inclusion systems solutions via common fixed point of multi-valued operators
This paper aims to prove that the solution of the integral equation systems exists via the
concepts of fixed point and multi-valued operators. For this purpose, at first, some new …
concepts of fixed point and multi-valued operators. For this purpose, at first, some new …
[HTML][HTML] A fractional order model for dual variants of COVID-19 and HIV co-infection via Atangana-Baleanu derivative
In this paper, a new mathematical model for dual variants of COVID-19 and HIV co-infection
is presented and analyzed. The existence and uniqueness of the solution of the proposed …
is presented and analyzed. The existence and uniqueness of the solution of the proposed …
[HTML][HTML] Approximate controllability of Atangana-Baleanu fractional neutral delay integrodifferential stochastic systems with nonlocal conditions☆
The study of approximate controllability results ensures the essential conditions required for
a solution. Kee** the importance of the study, we initiate the existence and approximate …
a solution. Kee** the importance of the study, we initiate the existence and approximate …
[HTML][HTML] Assorted soliton structures of solutions for fractional nonlinear Schrodinger types evolution equations
Fractional order nonlinear evolution equations have emerged in recent times as being very
important model for depicting the interior behavior of nonlinear phenomena that exist in the …
important model for depicting the interior behavior of nonlinear phenomena that exist in the …
Results on finite time stability of various fractional order systems
This article deals with the existence of the solution of Hilfer–Katugampola fractional
derivatives, and we prove the stability results of the equilibrium point of the presented …
derivatives, and we prove the stability results of the equilibrium point of the presented …
[HTML][HTML] A robust study on the listeriosis disease by adopting fractal-fractional operators
Listeriosis is one of the zoonotic diseases affecting most parts of the Sub-Saharan countries.
The infection is often transmitted by eating and it can also pass by respiratory and direct …
The infection is often transmitted by eating and it can also pass by respiratory and direct …