activity
20122024
most citedUniform boundedness of pretangent spaces, local constancy of metric derivatives and strong right upper porosity at a point

5 citations · 7 across the 5 of their papers we have counts for

collaborators

5 papers

math.FA2024

Introducing Statistical Operators: Boundedness, Continuity, and Compactness

Erdal Bayram, Mehmet Küçükaslan, Mikail Et +1

Many studies have been conducted on statistical convergence, and it remains an area of active research. Since its introduction, statistical convergence has found applications many…

math.GN20231 cited

Some properties of I*-sequential topological space

H. Sabor Behmanush, M. Kucukaslan

In this paper, we will define -sequential topology on a topological space where is an ideal of the subset of natural numbers . Be…

math.MG2015

Local one-side porosity and pretangent spaces

M. Altinok, O. Dovgoshey, M. Kucukaslan

For subsets of we consider the local right upper porosity and the local right lower porosity as elements of a cluster set of all porosity numbers. The use of a scali…

math.MG20145 cited

Uniform boundedness of pretangent spaces, local constancy of metric derivatives and strong right upper porosity at a point

Viktoriia Bilet, Oleksiy Dovgoshey, Mehmet Kucukaslan

Let be a pointed metric space. A pretangent space to at is a metric space consisting of some equivalence classes of convergent to sequences $(x_n), x_n \in X,…

math.MG20121 cited

Tangent metric spaces to starlike sets on the plane

Oleksiy Dovgoshey, Fahreddin Abdullayev, Mehmet Kucukaslan

Let be a starlike set with a center . We prove that every tangent space to at the point is isometric to the smallest closed cone, with the vertex $…