An Approach for Solving Fuzzy Fredholm Integro-Difference Equations with Mixed Argument

In this work, the taylor polynomial approximation for the solution of fuzzy fredholm integro-difference equations with mixed argument and variable coefficients under the conditions is proposed. to do this, a taylor matrix method is introduced. in this method, the truncated taylor expansions of the functions are taken in the fuzzy fredholm integrodifference equation and then their matrix forms is substituted into the mentioned equation. hence by solving the matrix equation, unknown fuzzy taylor coefficient can be found. finally, the proposed method is illustrated by solving an example.