Fixed Points For Cyclic μ-Expansions In Generalized Metric Spaces.

In this paper, we obtain a fixed point theorem for mappings satisfying cyclic τ-expansive conditions in complete generalised metric spaces. We also find that, when the number of cyclic sets is odd, we obtain fixed point theorems satisfying cyclic weak μ-expansions and cyclic μ-expansions in the setting of generalized metric spaces. [ABSTRACT FROM AUTHOR]