Our main aim in this work is to apply this notion to the set of fuzzy numbers and give the new concepts of fuzzy paranorm and fuzzy paranormed space.

It is well-known that Paranormed spaces have more general properties than normed spaces. Until recently, the concept of paranorm has not been considered ...

May 30, 2022 · In this work, we consider a paranorm with the set of fuzzy numbers and so give the definitions and some properties of fuzzy paranormed spaces.

It is well-known that Paranormed spaces have more general properties than normed spaces. Until recently, the concept of paranorm has not been considered ...

The main purpose of this paper is to investigate different types of deferred convergent double sequences of fuzzy variables by using the notions of ideal ...

The concept of para-normed space is novel, and is an extension of normed space. It is seen that most properties of normed spaces hold in para-normed spaces.

TL;DR: In this article , the concept of paranorm has been applied to the set of fuzzy numbers and the new concepts of fuzzy paranorm and fuzzy paranormed space ...

A fuzzy real valued double sequence space EF is said to be solid if ⟨Ynk⟩ ∈ EF , whenever |Ynk|≤|Xnk| for all n, k ∈ N and ⟨Xnk⟩ ∈ EF . A fuzzy real valued ...

Jun 30, 2024 · In this paper, we consider some new convergent fuzzy sequence spaces, using the regular matrix and furthermore we investigate some basic topological properties.

In this article we define the notion of statistically convergent and statistically null sequences with the concept of fuzzy norm and discuss some of their ...