Interval-valued extremally disconnected spaces

This paper introduces almost Moscow topological groups, a novel class of topological algebraic structures that unifies the almost continuity with the Gδ-regularity. The study estab...

<p><em><span data-preserver-spaces="true">'A Touch of Space Weather' is a project that brings space weather science into...

In this reѕearch we provided new concept namely SUƤRA SEMI EXTREMALLY DISCONNECTED SPCES by using semi open set via supra topological spaces, and we defend another types of sets su...

In this paper, we defined the basic idea of the single-valued neutrosophic upper (αn)δ, single-valued neutrosophic lower (αn)δ and single-valued neutrosophic boundary sets (αn)B of...

<p>It was demonstrated in [2] that the Alexandroff duplicate of the Čech-Stone compactification of the naturals is not extremally disconnected. The question was raised as to ...

Connectivity in graphs is useful in describing different types of communication systems like neural networks, computer networks, etc. In the design of any network, it is essential ...

In this paper, we introduce some new notions such as interval valued neutrosophic soft points, interval valued neutrosophic soft mappings, interval valued neutrosophic soft H...

This paper introduces the Caputo fractional differential equation for interval valued functions. A fractional differential equation incorporates memory sense through an iterated ke...