Author:
Zidan A. M., ,Mostefaoui Z., ,
Abstract
<abstract><p>In present paper, we introduce a new extension of the double controlled metric-like spaces, so called double controlled quasi metric-like spaces "assuming that the self-distance may not be zero". Also, if the value of the metric is zero, then it has to be "a self-distance". After that, by using this new type of quasi metric spaces, we generalize many results in the literature and we prove fixed point theorems along with some examples illustrating.</p></abstract>
Publisher
American Institute of Mathematical Sciences (AIMS)
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2 articles.
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