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[HTML][HTML] Fractal soliton solutions for the fractal-fractional shallow water wave equation arising in ocean engineering
KL Wang, CF Wei - Alexandria Engineering Journal, 2023 - Elsevier
The generalized shallow water wave equation is an important mathematical model that is
used to elaborate ocean engineering, weather simulations, tsunami prediction and tidal …
used to elaborate ocean engineering, weather simulations, tsunami prediction and tidal …
Investigating the Existence Results for Hilfer Fractional Stochastic Evolution Inclusions of Order
The objective of this article is to investigate the issue of existence results for Hilfer fractional
stochastic differential inclusions of order 1< μ< 2 in Hilbert spaces. Our discussion is based …
stochastic differential inclusions of order 1< μ< 2 in Hilbert spaces. Our discussion is based …
New discussion on nonlocal controllability for fractional evolution system of order
In this manuscript, we deal with the nonlocal controllability results for the fractional evolution
system of 1< r< 2 1<r<2 in a Banach space. The main results of this article are tested by …
system of 1< r< 2 1<r<2 in a Banach space. The main results of this article are tested by …
Existence and controllability results for Hilfer fractional evolution equations via integral contractors
We investigate the existence and controllability of integral solutions to non-densely defined
Hilfer fractional evolution equations. Our results are established by implementing the …
Hilfer fractional evolution equations. Our results are established by implementing the …
Discussion on the approximate controllability of nonlocal fractional derivative by Mittag-Leffler kernel to stochastic differential systems
This article is primarily targeting the approximate controllability of nonlocal Atangana–
Baleanu fractional derivative by Mittag-Leffler kernel to stochastic differential systems. In …
Baleanu fractional derivative by Mittag-Leffler kernel to stochastic differential systems. In …
Adapted homotopy perturbation method with Shehu transform for solving conformable fractional nonlinear partial differential equations
There is considerable literature on solutions to the gas-dynamic equation (GDE) and Fokker–
Planck equation (FPE), where the fractional derivative is expressed in terms of the Caputo …
Planck equation (FPE), where the fractional derivative is expressed in terms of the Caputo …
A note concerning to optimal feedback control for Caputo fractional neutral stochastic evolution systems
In this paper, we discuss the optimal feedback control for a system of semilinear neutral
stochastic integrodifferential equations in Hilbert space. Using the fixed-point technique …
stochastic integrodifferential equations in Hilbert space. Using the fixed-point technique …
Optimal control for Hilfer fractional neutral integrodifferential evolution equations with infinite delay
K Kavitha, V Vijayakumar - Optimal Control Applications and …, 2023 - Wiley Online Library
The optimal control solutions for Hilfer fractional neutral integrodifferential evolution
equations with infinite delay in Banach space are investigated in this study. To begin, we …
equations with infinite delay in Banach space are investigated in this study. To begin, we …
Existence and approximate controllability results for second-order impulsive stochastic neutral differential systems
This paper focuses on the existence and approximate controllability of second-order non-
autonomous impulsive stochastic neutral differential systems in Hilbert spaces. First, by …
autonomous impulsive stochastic neutral differential systems in Hilbert spaces. First, by …
An analysis on the optimal control and approximate controllability for Hilfer fractional neutral integro‐differential systems with finite delay
YK Ma, K Kavitha, A Shukla… - Optimal Control …, 2024 - Wiley Online Library
The existence and uniqueness of solutions to Hilfer fractional neutral delay integro‐
differential equations subject to nonlocal conditions are discussed in this study. The main …
differential equations subject to nonlocal conditions are discussed in this study. The main …