Controlled rectangular metric type spaces and some applications to polynomial equations
Abstract
In this paper, we introduce a generalization of rectangular b-metric spaces, by changing the rectangular inequality as follows equation* (x,y) θ(x,y,u,v)[(x,u)+(u,v)+(v,y)], equation*% for all distinct\ x,y,u,v∈ X. We prove some fixed-point theorems and we use our results to present a nice application in last section of this paper. Moreover, in the conclusion we present some new open questions.
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