FIXED POINTS FOR HYBRID MAPPINGS SATISFYING AN IMPLICIT RELATION IN PARTIAL METRIC SPACES

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Date
2018-12-01
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Jnanabha-Vijñāna Parishad of India
Abstract
In this paper, we prove a fi xed point theorem for hybrid mappings in partial metric spaces. The theorem contains an altering distance function and involves an implicit relation satisfying the (E.A) - property. In doing so, we generalize a theorem by Popa and Patriciu.
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Keywords
Partial metric space, hybrid mappings, implicit relation, Hausdorff partial metric, (E.A) property.
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