NEW TECHINQE FOR SOLVIND FINITE LEVEL FUZZY NON-LINEAR INTEGRAL EQUATION
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 10, Issue 8
Abstract
In this paper, non linear finite fuzzy Volterra integral equation of the second kind is considered. The successive approximate method will be used t o solve it, and comparing with the exact solution and calculate the absolute error between exact and approximate method . Some numerical examples are prepared to show the efficiency and simplicity of the method.
Authors and Affiliations
Alan Jalal Abdulqader
Estimates of Solutions to Nonlinear Evolution Equations
Consider the equation u’(t) = A (t, u (t)), u(0)= U0 ; u' := du/dt (1). Under some assumptions o...
APPROXIMATIONS OF STOCHASTIC INTEGRALS OF THE POISSON PROCESS
In this article the asymptotic behavior of the finite sums of the elements depending on approximations, being linear combinations of approximations by I to and Stratonovich, is investigated. The outcomes of the present w...
PG-Continuous frames in Banach space
In this paper, we introduce pg-continuous frames and study the operators associated with a give pg-continuous frames. We also show many useful properties with corresponding notions, pg-continuous frames and pg-frames in...
An n-order (F,a,p,d)- Convex Function and Duality Problem
A class of n-order (F,a,p, d)-convex function and their generalization on functions is introduced. Using the assumption on the functions involved,weak, strong ,and converse duality theorems are established for the n-orde...
ARE THETA FUNCTIONS THE FOUNDATIONS OF PHYSICS ?
The Jacobi theta functions are essentially rotations in a complex space and as such provide a basis for the lattices of the exceptional Lie algebras E6;E8 in complex 3-space and complex 4-space.In this note we will...