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Kramosil and Michalek [11] introduced the notion of fuzzy metric space by using continuous t-norms, which generalizes the concept of probabilistic metric space to fuzzy situation.
Kramosil and Michalek [5] introduced the fuzzy metric space by generalizing the concept of the probabilistic metric space to fuzzy situation.
George and Veeramani [6, 7] modified the notion of fuzzy metric spaces by using continuous t-norm and generalized the concept of a probabilistic metric space to a fuzzy situation.
Later, George and Veeramani [10, 11] further modified the notion of fuzzy metric spaces with the help of a continuous t-norm and generalized the concept of a probabilistic metric space to the fuzzy situation.
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