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The purpose of this paper is to present a new approach to study the existence of fixed points for multivalued F-contraction in the setting of modular metric spaces. In establishing this connection, we introduce the notion of multivalued F-contraction and prove corresponding fixed point theorems in complete modular metric space with some specific assumption(More)
ISSN: 1821-1291, URL: http://www.bmathaa.org Volume 4 Issue 4 (2012), Pages 45-46. AN ERRATUM TO “PROVING COMMON FIXED POINT THEOREMS FOR LIPSCHITZ TYPE MAPPINGS VIA ABSORBING PAIRS”, (COMMUNICATED BY DENNY LEUNG) D. GOPAL, M. IMDAD, M. HASAN, D. K. PATEL On critical examination of our results presented in [1], we notice some minor errors except a crucial(More)
We introduce a new class of mappings satisfying the “common limit range property” in symmetric spaces and utilize the same to establish common fixed point theorems for such mappings in symmetric spaces. Our results generalize and improve some recent results contained in the literature of metric fixed point theory. Some illustrative examples to highlight the(More)
The aim of this note is to point out a fallacy in the proof of Theorem 3.1 contained in the recent paper (Int. proved in intuitionistic fuzzy metric spaces employing the newly introduced notion of sub-compatible pair of mappings wherein our claim is also substantiated with the aid of an appropriate example. We also rectify the erratic theorem in two ways.(More)
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