Numerical simulation of variable density and magnetohydrodynamics effects on heat generating and dissipating Williamson Sakiadis flow in a porous space: Impact of …
This study is confined to the numerical evaluation of variable density and
magnetohydrodynamics influence on Williamson Sakiadis flow in a porous space. In this …
magnetohydrodynamics influence on Williamson Sakiadis flow in a porous space. In this …
An effective transport-related SVIR stochastic epidemic model with media coverage and Lévy noise
Effective disease control measures are necessary because epidemics have a serious threat
to public health. To address this, we propose a novel SVIR epidemic model that highlights …
to public health. To address this, we propose a novel SVIR epidemic model that highlights …
Natural gas based on combined fuzzy TOPSIS technique and entropy
In the present study we have presented the notion of FUZZY BAYESIAN DECISION
TECHNIQUE and combined the idea of the Fuzzy TOPSIS technique and entropy. We define …
TECHNIQUE and combined the idea of the Fuzzy TOPSIS technique and entropy. We define …
Statistical and computational analysis for corruption and poverty model using Caputo-type fractional differential equations
Since there is a clear correlation between poverty and corruption, mathematicians have
been actively researching the concept of poverty and corruption in order to develop the …
been actively researching the concept of poverty and corruption in order to develop the …
[HTML][HTML] Multicomponent nonlinear fractional Schrödinger equation: On the study of optical wave propagation in the fiber optics
In this article, we investigate the soliton wave dynamics of the fractional three-component
coupled nonlinear Schrödinger equation. This equation is considered as a fundamental tool …
coupled nonlinear Schrödinger equation. This equation is considered as a fundamental tool …
Investigating the Existence Results for Hilfer Fractional Stochastic Evolution Inclusions of Order
J Pradeesh, V Vijayakumar - Qualitative Theory of Dynamical Systems, 2024 - Springer
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 …
A novel SIRS epidemic model for two diseases incorporating treatment functions, media coverage, and three types of noise
The paper introduces an innovative stochastic SIRS epidemic model to address the
dynamics of dual diseases in response to the escalating threat of rapidly spreading …
dynamics of dual diseases in response to the escalating threat of rapidly spreading …
[HTML][HTML] On the comparative analysis for the fractional solitary wave profiles to the recently developed nonlinear system
We study the comparative exact solutions of the Kairat-II equation describing the physical
behaviors of nonlinear systems. The newly introduced Kairat equation has numerous …
behaviors of nonlinear systems. The newly introduced Kairat equation has numerous …
[HTML][HTML] Group decision making based on cubic fermatean Einstein fuzzy weighted geometric operator
Cubic Fermatean fuzzy sets offer a flexible and powerful tool for decision-making, permitting
decision-makers to incorporate uncertainty and reluctance into their decision-making …
decision-makers to incorporate uncertainty and reluctance into their decision-making …
[HTML][HTML] On the study of double dispersive equation in the Murnaghan's rod: Dynamics of diversity wave structures
J Muhammad, U Younas, A Khan, T Abdeljawad… - … Differential Equations in …, 2024 - Elsevier
This article secures the various wave structures of the fractional double dispersive equation,
a significant nonlinear equation that describes the propagation of nonlinear waves within the …
a significant nonlinear equation that describes the propagation of nonlinear waves within the …