FIXED POINT RESULTS ON A CLOSED BALL IN K-SEQUENTIALLY-COMPLETE PREORDERED QUASI-PARTIAL METRIC SPACES

Fixed point results for the self dominated mappings satisfying locally Hardy Roger type contractive conditions on a closed ball in K-sequentially 0-complete preordered quasi-partial metric space have been established. An example has been given. Many well-known recent results have been generalized.

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Posted September 12, 2019 07:52