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The degree of data uncertainty may be measured using a variety of mathematical techniques, but neutrosophic logic is a potent instrument for analysis when compared to fuzzy and intuitionistic fuzzy logics. This article introduces the novel idea of "dominance in neutrosophic over graph (NOG)s" and discusses some of the intriguing characteristics of complete, complete bipartite, and neutrosophic over bridge domination. With the relevant instances, the characterization of neutrosophic over domination set and neutrosophic over minimal domination set is developed, and their dominance numbers are examined. [ABSTRACT FROM AUTHOR]

Energy of graphs plays a vital role in the field of application in energy. Neutrosophic over top graph theory is more efficient and accurate results than other existing methods. In this research study, we present concepts of Energy, Laplaican energy and Signless laplacian energy in Nover top graphs. Describe some of their properties, develop relationship among them and their application. [ABSTRACT FROM AUTHOR]

In this paper, the idea of neutrosophic detour boundary vertices and neutrosophic detour center vertices in neutrosophic graph is introduced. Here the concept of neutrosophic detour eccentricity, neutrosophic detour radius, neutrosophic detour diameter, neutrosophic detour neighbourhood vertex are studied. Several interesting properties related to of eccentric nodes, peripheral nodes, and central nodes in neutrosophic graphs are established. [ABSTRACT FROM AUTHOR]

In this paper, the new concept Topologized domination on Neutrosophic Graphs is introduced. The idea of N-Top domination is discussed in cycle, path, complete graph, star graph. The basic properties of N-Top dom set, N-Top minimum dom set, N-Top minimal dom set are introduced and N-Top dom number is also established with some necessary examples. [ABSTRACT FROM AUTHOR]

Neutrosophic over set can deal with the uncertainties related to the information of any decision making problem in real life scenaries, where fuzzy set may fail to handle those uncertainties properly. The study on presented in this "Neutrosophic Over topologized domination graphs" and also classification in different frame are discussed.The idea of NOver Top-dom set, NOver Top-minimum dom set, NOver Top-minimal dom set and NOver Top-dom number are introduced and necessary examples are established. In any neutrosophic over decision-making problem, the decision maker use the comparision of neutrosophic over number to choose alternative solutions. [ABSTRACT FROM AUTHOR]