On The Symbolic 2-Plithogenic Number Theory and Integers Page 1 Neutrosophic Sets and
Systems Volume 54 Article 10 4-11-2023 On The Symbolic 2-Plithogenic Number Theory and …

Integers play a basic role in the structures of asymmetric crypto-algorithms. Many famous
public key crypto-schemes use the basics of number theory to share keys and decrypt and …

In this paper, we present the topological space of intervals based symbolic m-plithogenic
real numbers of orders between 2 and 5, where we clarify how m-plithogenic real intervals …

The main goal behind mathematical cryptography is to keep messages and multimedia
messages secret at a time when modern means of communication have spread and become …

Despite the great and rapid progress in the study of Fuzzy Logic and its applications in
various scientific fields, it has not yet been used to build a consistent number theory like …

In this paper, we present the topological space of intervals based neutrosophic real numbers
𝑎+ 𝑏𝐼, where we clarify how neutrosophic real intervals can be expressed according to the …

This paper is dedicated to study the properties of symbolic 5-plithogenic integers and
number theory, where we present many number theoretical concepts such as symbolic 5 …

In this paper, we find necessary and sufficient conditions for a weak fuzzy complex integer
triple (𝑋, 𝑌, 𝑍) to be a pythagoras triple, and for an anti-weak fuzzy complex integer triple (𝑋 …

In literature, several models which can handle uncertainty in datasets have been introduced.
Fuzzy set introduced by Zadeh in 1965, is one of the earliest such models and Atanassov …

The travelling salesman problem (TSP) is a classic optimization puzzle, widely studied and
celebrated for its significance in operations research, mathematics and computer science. It …