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- W52404019 abstract "In this paper, a flxed point theorem for a (';;p)-contractive map on a complete metric space is proved. In other words, let p be a w- distance on a complete metric space (X;d) and S a (';ˆ;p)-contractive map on X (i.e. for each x;y 2 X;'p(Sx;Sy) • ˆ'p(x;y)), then S has a unique flxed point in X. Moreover, limnS n x is a flxed point of S for each x 2 X." @default.
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- W52404019 date "2009-01-01" @default.
- W52404019 modified "2023-09-26" @default.
- W52404019 title "A flxed point theorem for w-distance" @default.
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