Fixed point theorems in symmetric spaces and applications to probabilistic spaces

Common fixed point theorems for mappings satisfying common property (E.A.)in symmetric spaces

“…In recent years, Hicks and Rhoades [9] established some common fixed point theorems in symmetric spaces (see also [19]) using the fact that full force of metric conditions are not required in the proofs of certain metrical fixed point theorems. Recently, Ali and Imdad [3] proved some common fixed point theorems for mappings satisfying common property (E.A.)…”

Fixed Point Results for Cyclic Contractions in Partial Symmetric Spaces

“…This principle has been prolonged and theorized to different class of spaces, such as metric like spaces [2], partial metric spaces [13], b-metric spaces [5] and several others. Sometimes, one may find situations in what respect all the metric circumstances are not essential [1,6,7,14,15]. Inspired by this, several authors rooted fixed point results in symmetric spaces.…”