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

On a closed ball in K-sequentially 0-complete preordered quasi-partial metric space, fixed point findings for self dominated mappings fulfilling locally Hardy Roger type contractive criteria have been produced. A case in point has been provided. Many well-known recent findings have been made more universal..

Please see the link :- https://www.ikprress.org/index.php/AJOMCOR/article/view/4391