Nihal Özgür, Nihal Taş
Published 2019-10-27Version 1
We give a new solution to the Rhoades' open problem on the discontinuity at fixed point via the notion of an $S$-metric. To do this, we inspire with the notion of a Zamfirescu mapping. Also, we consider a recent problem called the "fixed-circle problem" and propose a new solution to this problem as an application of our technique.
Spectrum of the product of Toeplitz matrices with application in probability
Estimates on the norm of polynomials and applications
A unified theory of cone metric spaces and its applications to the fixed point theory
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