Since the introduction of fuzzy set theory by Zadeh  in 1965, fuzzy logic has become an important area of research in various branches of Mathematics such as Metric and Topological spaces , Theory of functions , Approximation theory  etc. Fuzzy set theory also finds its applications for modeling, uncertainty and vagueness in various fields of Science and Engineering, e.g. Computer Programming , Nonlinear Dynamical Systems , Population Dynamics , Control of Chaos , Quantum Physics  etc. It attracted workers on sequence spaces to introduce different type of classes of sequences of fuzzy numbers. The initial works on double sequences is found in Bromwich . The notion of regular convergence of double sequences of real or complex terms is introduced by Hardy . Tripathy and Dutta  introduced and investigated different types of fuzzy real valued double sequence spaces. Generalizing the concept of ordinary convergence for real sequences, Kostyrko, Šalát .and Wilczyński  introduced the concept of ideal convergence which is a generalization of statistical convergence, by using the ideal I of the subsets of the set of natural numbers. Some works on this field can be found in [22, 23, 24, 25] .