Common Fixed Point Theorems for Compatible and Subsequentially Continuous Mappings in Fuzzy Metric Spaces
Common fixed point theorems for fuzzy mappings
In this paper, we prove common fixed point theorems for fuzzy mappings satisfying a new inequality initiated by Constantin [6] in complete metric spaces.
Common fixed point Theorems for non compatible mappings in fuzzy metric spaces.
Common fixed points of maps on fuzzy metric spaces.
Compacity in narrow limit tower spaces.
Compact Hausdorff spaces with two open sets
Compact Pseudo-Convergences.
Compact sets without converging sequences in the random real model.
Compact unions of closed subsets are closed and compact intersections of open subsets are open
Compacta are maximally -resolvable
It is well-known that compacta (i.e. compact Hausdorff spaces) are maximally resolvable, that is every compactum contains many pairwise disjoint dense subsets, where denotes the minimum size of a non-empty open set in . The aim of this note is to prove the following analogous result: Every compactum contains many pairwise disjoint -dense subsets, where denotes the minimum size of a non-empty set in .
Compact-calibres of regular and monotonically normal spaces.
Compact-covering numbers
Compactification and the continuum hypothesis
Compactifications of convergence spaces.
Compactifying a convergence space with functions.
Compactness in intuitionistic fuzzy topological spaces.
Compactness Notions in Fuzzy Neighborhood Spaces.
Compactness of Powers of ω
We characterize exactly the compactness properties of the product of κ copies of the space ω with the discrete topology. The characterization involves uniform ultrafilters, infinitary languages, and the existence of nonstandard elements in elementary extensions. We also have results involving products of possibly uncountable regular cardinals.
Compatibility of type (P) in modified intuitionistic fuzzy metric space.
Completely continuous functions in intuitionistic fuzzy topological spaces
In this paper, after giving the basic results related to the product of functions and the graph of functions in intuitionistic fuzzy topological spaces, we introduce and study the concept of fuzzy completely continuous functions between intuitionistic fuzzy topological spaces.