  The aim of this research is to apply a novel technique based on the embedding
method to solve the n*n fuzzy system of linear equations (FSLEs). By using this
method, the strong fuzzy number solutions of FSLEs can be obtained by
transforming the n*n FSLE to the crisp system. In this paper, Ezzati's method
to solve the FSLEs is modified and improved. Several theorems are proved to
show the number of operations for presented method are less than the methods of
Friedman and Ezzati. In order to show the advantages of scheme, two applicable
algorithms are presented and several examples are solved by applying them.
Also, some graphs of obtained results are demonstrated which show the solutions
are in the fuzzy form.
