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In this paper, we investigate the concepts of the weighted average operator (A W ) and weighted geometric operator (G W ) on neutrosophic cubic sets (NCSs) to aggregate the neutrosophic cubic information. Moreover, on the basis of A W & G W and certain functions, including score, certainty and accuracy, we develop our algorithm to multiple-criteria decision making in NCSs, in which the assessment standards of another possibility on the characteristics yield the technique of neutrosophic cubic numbers (NCNs) to choice greatest necessary ones. Finally, we provide a mathematical example of the technique to determine the application and usefulness of the established technique.

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