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Common Fixed Point Theorems in a New Fuzzy Metric Space
We generalize the Hausdorff fuzzy metric in the sense of RodrÃguez-López and Romaguera, and we introduce a new M∞-fuzzy metric, where M∞-fuzzy
metric can be thought of as the degree of nearness between two fuzzy sets with respect to any positive real number. Moreover, under Ï•-contraction condition, in the fuzzy metric space, we give some common fixed point theorems for fuzzy mappings