Fuzzy retractions of fuzzy open flat Robertson-Walker space (Q360604)

Summary: Our aim in the present paper is to introduce and study new types of fuzzy retractions of the fuzzy open flat Robertson-Walker \(\widetilde{W}^4\) model. New types of the fuzzy deformation retracts of the \(\widetilde{W}^4\) model are obtained. The relations between the fuzzy foldings and the fuzzy deformation retracts of the \(\widetilde{W}^4\) model are deduced. Types of fuzzy minimal retractions are also presented. New types of homotopy maps are deduced. New types of conditional fuzzy folding are presented. Some commutative diagrams are obtained.