A complex fuzzy set is a vigorous framework to characterize novel machine learning
algorithms. This set is more suitable and flexible compared to fuzzy sets, intuitionistic fuzzy …

Groups and subgroups are rich algebraic structures, and both of them depend on binary
operations in their work. The discussion of this paper is organized into two parts. In the first …

In this article, we aim to prove various unique fixed point results for contractive and weakly
compatible mappings in the sense of neutrosophic metric spaces. Several nontrivial …

A field is a fundamental algebraic structure that finds extensive applications in algebra and
various mathematical domains. On the other hand, a Q-complex neutrosophic soft set (Q …

In this study, firstly, we interpret the level set, support, kernel for bipolar complex fuzzy (BCF)
set, bipolar complex characteristic function, and BCF point. Then, we interpret the BCF …

In this research article, fixed point theory is beautifully combined with fuzzy set theory. Two
fuzzy fixed point theorems of L-fuzzy mappings are established and proved for two different …

In the present research, modern fuzzy technique is used to generalize some conventional
and latest results. The objective of this paper is to construct and prove some fixed‐point …

In this study, we define the concept of an ω-fuzzy set ω-fuzzy subring and show that the
intersection of two ω-fuzzy subrings is also an ω-fuzzy subring of a given ring. Moreover, we …

Rough set (RS) and soft set (SS) theories are two successful mathematical approaches to
dealing with uncertainty in data analysis. The classical soft rough set (SRS) theory proposed …

The complex fuzzy environment is an innovative tool to handle ambiguous situations in
different mathematical problems. In this article, we commence the abstraction of (ρ, η) …