A solution of the complex fuzzy heat equation in terms of complex dirichlet conditions using a modified crank–nicolson method
H Zureigat, MA Tashtoush, AFA Jassar… - Advances in …, 2023 - Wiley Online Library
Complex fuzzy sets (CFSs) have recently emerged as a potent tool for expanding the scope
of fuzzy sets to encompass wider ranges within the unit disk in the complex plane. This study …
of fuzzy sets to encompass wider ranges within the unit disk in the complex plane. This study …
Numerical solution for fuzzy time-fractional cancer tumor model with a time-dependent net killing rate of cancer cells
Simple Summary One of the most recognized phenomena is the cancer tumor which
uncontrollably grows in human cells and spreads over the other parts of the body. It spreads …
uncontrollably grows in human cells and spreads over the other parts of the body. It spreads …
Traveling wave solutions for time-fractional mKdV-ZK equation of weakly nonlinear ion-acoustic waves in magnetized electron–positron plasma
In this paper, we discuss the time-fractional mKdV-ZK equation, which is a kind of physical
model, developed for plasma of hot and cool electrons and some fluid ions. Based on the …
model, developed for plasma of hot and cool electrons and some fluid ions. Based on the …
Distinctive Shape Functions of Fractional Differential Quadrature for Solving Two-Dimensional Space Fractional Diffusion Problems
The aim of this study is to utilize a differential quadrature method with various kernels, such
as Lagrange interpolation and discrete singular convolution, to tackle problems related to …
as Lagrange interpolation and discrete singular convolution, to tackle problems related to …
[PDF][PDF] Numerical Solution of Fuzzy Heat Equation with Complex Dirichlet Conditions
Recently, complex fuzzy sets have become powerful tools for generalizing the range of fuzzy
sets to wider ranges that lie on a unit disk in the complex plane. In this study, complex fuzzy …
sets to wider ranges that lie on a unit disk in the complex plane. In this study, complex fuzzy …
Mathematical modeling of cancer tumor dynamics with multiple fuzzification approaches in fractional environment
M Qayyum, A Tahir - 2023 - Springer
Cancer progression arises from the accumulation of genetic mutations in cell proliferation
control genes. To efficiently treat these defected cells and restrict their proliferation …
control genes. To efficiently treat these defected cells and restrict their proliferation …
Leray–Schauder Alternative for the Existence of Solutions of a Modified Coupled System of Caputo Fractional Differential Equations with Two Point's Integral …
In this paper, a coupled system of differential equations involving fractional order with
integral boundary conditions is discussed. In the problem at hand, three main aspects that …
integral boundary conditions is discussed. In the problem at hand, three main aspects that …
Efficient Numerical Solutions for Fuzzy Time Fractional Diffusion Equations Using Two Explicit Compact Finite Difference Methods
B Batiha - Computation, 2024 - mdpi.com
This article introduces an extension of classical fuzzy partial differential equations, known as
fuzzy fractional partial differential equations. These equations provide a better explanation …
fuzzy fractional partial differential equations. These equations provide a better explanation …
Efficient Numerical Solutions for Fuzzy Time Fractional Convection Diffusion Equations Using Two Explicit Finite Difference Methods
A Al-Khateeb - Axioms, 2024 - mdpi.com
In this study, we explore fractional partial differential equations as a more generalized
version of classical partial differential equations. These fractional equations have shown …
version of classical partial differential equations. These fractional equations have shown …
[PDF][PDF] Improving Numerical Solutions for the Generalized Huxley Equation: The New Iterative Method (NIM)
The focus of our research was to address the generalized Huxley equation using the
recently developed iterative method called the new iterative method (NIM). Our study …
recently developed iterative method called the new iterative method (NIM). Our study …