A scientific study was published in the Department of Mathematics in the College of Science at the University of Basrah, prepared by Dr. Shukr Mahmoud Khalil and the student of postgraduate studies, Arkan Ajeel Atshan, entitled (Perfection - Ro Neutrosophic and Idealism - Complete Neutrosophic RHO in RHO-Algebra) in the (Neutrosophic Sets and Systems) journal issued by the University of (New Mexico City), USA, within Scopus (Q1) classification.
The study aimed to present and compare several types of ideals - (RHO) algebra, which are called the partial neutrosophic (RHO) algebra, the complete (RHO) partial nitrosophic algebra, the (RHO) nitrosophic ideal, the full (RHO) nitrosophic ideal, the neutrosophic (RHO) ideal, the nitrosophic (RHO) idealism and (Raw bar) full nitrosophic.
The study concluded by considering the theory of neutrosophic groups as a well-known mathematical tool for dealing with indeterminacy, noting that neutrosophic groups deal with ambiguous data while presenting some important theories and clarifying the relationship between new concepts and their most important applications.
