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ON EXISTENCE OF COMMON FIXED POINT FOR CYCLIC T-HARDY-ROGERS TYPE CONTRACTIVE PAIR IN CONE b-METRIC SPACES
Authors: Dinh Huy Hoang, Nguyên Hoang Tan
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Journal of science Vinh University
: Tập 49 - Số 3A/2020     : 22-36
: https://vinhuni.edu.vn/DÂT/o/upload/618/document/2021/11/3a-2020/3-nt132020-dinh-huy-hoang-2236-pdfh-huy-hoang
: 1528-bao-hoang-tan.pdf
Publishing year: 11/2020
In this paper, we introduce the notion of a pair T -cyclic Hardy-Rogers contractive maps and establish some common fixed results for this class of mappings in cone b-metric spaces. These results extend generalize well-known results.
Common fixed point; contraction; T -cyclic Hardy-Rogers type contraction; cone b-metric space.
.Analysis IOn existence of fixed points for T-contractive mappings in b-metric spacesOn existence of common fixed point in b- metric spacesOn existence of fixed points for cyclic generalized weakly Chatterjea and Kannan type contractions in b- metric spacesSome fixed point results for T - contractive mappings in D* - cone metric spacesPainleve - Kuratowski convergences of the approximate solution sets for vector quasiequilibrium problemsOn existence of fixed point for weakly T- contractive and generalized weakly T-contractive mappings in b-metric- like spacesAnalysis 2On existence of fixed points for generalized Geraghty type almost cyclic contractions in b-metric spaces Convergence Analysis of Solution Sets for Minty Vector Quasivariational Inequality Problems in Banach Spaces ON EXISTENCE OF FIXED POINTS FOR T-QUASI CONTRACTIVE MAPPINGS OF CIRIC TYPE IN Sb METRIC SPACESCurriculum of Measure and Integration