Pdf Remarks Of Fixed Point For п п Weakly Contractive Mappings

pdf remarks On R weakly Commuting mappings And Common fixed pointо
pdf remarks On R weakly Commuting mappings And Common fixed pointо

Pdf Remarks On R Weakly Commuting Mappings And Common Fixed Pointо In this paper, we obtain a new fixed point theorem for weak contraction mappings on complete generalized metric spaces. our result is different from that of () weakly contractive mappings which. In this paper, we obtain a new fixed point theorem for weak contraction mappings on complete generalized metric spaces. our result is different from that of (ψ, φ) weakly contractive mappings which had been obtained by lakzian–samet’s [appl. math. lett. 25 (2012) 902–906]. moreover, an example is given to illustrate the usability of the.

pdf fixed point Theorems By Altering Distances For Occasionally
pdf fixed point Theorems By Altering Distances For Occasionally

Pdf Fixed Point Theorems By Altering Distances For Occasionally We prove some fixed point theorems for weakly c contractive map pings in ordered partial metric spaces. these results extend the main theorems of harjani, lopez and sadarangani (fixed point theorems for weakly contractive mappings in ordered metric spaces, computers and mathematics with applica tions, 61 (2011), 790 796) to the class of partially ordered partial metric spaces. Of harjani, lopez and sadaran gani [fixed point theorems for weakly contractive mappings in ordered metri c spaces, computers and mathema tics with applica tions, 61 (2011), 790 796] to the class. Afterwards, some researchers introduced a few φ− and ψ, φ−weakly contractive conditions and discussed the existence of fixed and common fixed point for these mappings [16 – 18]. in particular, aghajani et al. presented several common fixed point results of generalized weak contractive mappings in partially ordered b–metric spaces. We establish a fixed point theorem for mappings satisfying (ψ,φ)(ψ,φ) weakly contractive conditions in complete generalized metric spaces, a concept introduced in [a. branciari, a fixed point.

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