On sequence convergence in (3,j)-metric spaces, j∈{1,2}
Date Issued
2024
Author(s)
Donco Dimovski, Pavel Dimovski, Tomi Dimovski
DOI
10.37560/matbil2448117d
Abstract
In this article, we show that a convergent sequence in (3, 2)-metric
spaces has a unique limit. We give several examples in (3, 1, ρ)-metric spaces and
(3, 1)-metric spaces in which a convergent sequence has more than one limit. We
obtain sufficient conditions for a sequence in (3, 1)-metric space to have a unique
limit.
spaces has a unique limit. We give several examples in (3, 1, ρ)-metric spaces and
(3, 1)-metric spaces in which a convergent sequence has more than one limit. We
obtain sufficient conditions for a sequence in (3, 1)-metric space to have a unique
limit.
Subjects