NUMERICAL METHODS FOR SOLVING FUZZY
FREDHOLM INTEGRAL EQUATION OF THE SECOND KIND
Muna Amawi1, Naji Qatanani2 1,2Department of Mathematics
An-Najah National University
Nablus, PALESTINE
Abstract. In this article some numerical methods, namely: the Taylor expansion method and the Trapezoidal method, have been investigated and implemented to solve a fuzzy Fredholm integral equation of the second kind. Consequently, we convert a linear fuzzy Fredholm integral equation of the second kind into a linear system of integral equations of the second kind in crisp case. To demonstrate the credibility of these numerical schemes we consider a numerical test example. The numerical results show to be in a close agreement with the exact solution.