|
Abstract
|
Intuitionistic fuzzy metric spaces have been defined by J.H. Park ([5]). Although
topological structure of an intuitionistic fuzzy metric space (X;M;N; ¤;§) coincides with the
topological structure of the fuzzy metric space (X;M; ¤) ([2]), study of common fixed theory in
intuitionistic fuzzy metric (and normed) spaces is interesting. We shall give some results in this
field.
|