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SIMULATION FUNCTIONS OVER M-METRIC SPACES

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In this paper, existence of fixed point of certain operators imbedded in simulation function has been investigated in context of a complete M-metric spaces.

Abstract

In this paper, existence of fixed point of certain operators imbedded in simulation function has been investigated in context of a complete M-metric spaces.

참고문헌 (7)

  1. B. Samet, "Fixed point theorem for 􀀀 -contractive type mappings", Nonlinear Anal, 75, pp.2154~2165 (2012)
  2. F.Khoasteh, "A new approach to the study of fixed point theorems via simulation functions", Filomat, 6(29), pp.1189~1194 (2015)
  3. H.H. Alsulami, "A proposal to the study of contractions in quasi-metric spaces", Discrete Dynamics in Nature and Society (2014)
  4. I. A.Rus, "Generalized contractions and applications" (2001), Cluj University Press
  5. M. Asadi, "New Extension of p-Metric Spaces with Some xed point Results on M-metric spaces", Journal of Inequalities and Applications, 2014, pp.18~ (2014)
  6. O. Popescu, "Some new fixed point theorems for -Geraghty contractive type maps in metric spaces", Fixed Point Theory Appl, 2014, pp.190~ (2014)
  7. S.G. Matthews, "Partial metric topology", Ann. New York Acad. Sci, 728, pp.183~197 (1994)

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