NON-UNIQUE FIXED POINT THEOREMS OF ACHARI AND ´CIRI´C-JOTI´C TYPES FOR HYBRID CONTRACTIONS

In this paper, we prove some fixed point theorems which are variants of Achari and ´Ciri´c-Joti´c types for mappings having non-unique fixed points by employing some hybrid contractive conditions. Our results generalize, extend and improve some previous and corresponding ones in the literature.