Differential equations play a vital role in the modeling of physical and engineering problems,
such as those in solid and fluid mechanics, viscoelasticity, biology, physics, and many other …

Differential equations occur in many fields of science, engineering and social science as it is
a natural way of modeling uncertain dynamical systems. A bipolar fuzzy set model is useful …

According to a generalization of division (g-division) of fuzzy numbers, this paper is
concerned with the boundedness, persistence and global behavior of a positive fuzzy …

In many fields of science, engineering and social sciences, fuzzy differential equations occur
as it is the simplest way to model unpredictable dynamical systems. In many contexts and …

Several problems in the field of science and technology are modeled with information about
the situation that is ambiguous, imprecise, or incomplete. That is, the information about …

We study hybrid fuzzy differential equations (HFDEs) under the Hukuhara derivative
numerically using Picard's and the general linear method (GLM). We use trapezoidal and …

This paper proposes a new method based on fuzzy centre for solving n-th order fuzzy linear
differential equations. First the fuzzy differential equation is solved in term of fuzzy centre …

In this paper, direct explicit numerical RKM methods for solving classes of higher-order
ordinary differential equations (ODEs) have been developed and modified to be appropriate …

The present paper proposed a new method to solve n th order fuzzy differential equations
using collocation type of method. In the solution procedure, Gram Schmidt orthogonalisation …

In this paper, we explore the qualitative features of a second-order fuzzy difference equation
with quadratic term xn+ 1= A+ B xnxn-1 2, n= 0, 1,…. Here the parameters A, B∈ ℜ F+ and …