Sentence examples for mappings in fuzzy from inspiring English sources
The contraction type mappings in fuzzy metric spaces play a crucial role in fixed point theory.
In the following theorem, we investigate fuzzy sequentially continuity of cubic mappings in fuzzy normed spaces.
In this paper, we obtain Suzuki type fixed point theorems for multivalued mappings in fuzzy metric spaces.
In this paper we prove an existence and uniqueness theorem for contractive type mappings in fuzzy metric spaces.
In 2002, Sharma [6] further extended some known results of fixed point theory for compatible mappings in fuzzy metric spaces.
Recently, Alaca [25] introduced the concept of 2-isometry which is suitable to represent the notion of area-preserving mappings in fuzzy 2-normed linear spaces as follows.
Also, we derived theexistence of α-fuzzy fixed point theorems for fuzzy mappings in theHausdorff fuzzy metric space.
We establish the existence of α-fuzzyfixed point theorems for fuzzy mappings in Hausdorff fuzzy metric spaces, whichcan be utilized to derive fixed point theorems for multivalued mappings.
To the best of our knowledge, there is no discussion so far concerning the fuzzyfixed point theorems for fuzzy mappings in Hausdorff fuzzy metric spaces.
In this section, we prove an extended fuzzy Edelstein contraction theorem for cyclic contractive mappings in a fuzzy metric space.
In this paper, we have proposed an extended version of the Edelstein contraction theorem for cyclic contraction mappings in a fuzzy metric space, which can be considered as a generalization of the fuzzy Edelstein contraction theorem introduced by Grabiec [1].
