New Version For Hardy And Rogers type Mapping in Dislocated Metric Space


  • sumati kumari panda Asst.Professor K L University vaddeswaram India.
  • V Vasantha Kumar
  • I Rambhadra sarma





In this paper we establish a common fixed point theorem for two pairs of weakly Compatible maps in dislocated metric( -metric) spaces. The purpose of this note is to prove the -metric versions for weakly compatible maps of new version for Hardy and Rogers[7] theorem which ultimately implies existence (and uniqueness in some cases) of  common fixed points for weakly compatible maps that satisfy conditions analogous to those of Banach, Kannan and Chatterjea [5].

Author Biography

sumati kumari panda, Asst.Professor K L University vaddeswaram India.


Department of mathematics,

K L University.

Two gold Medals From Indian Government

Eight Awards From Indian Government

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