A. A. Salama, Rasha Dalla, Malath Al Aswad, Rozina Ali
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On Some Novel Results About Neutrosophic Square Complex Matrices
The objective of this paper is to study algebraic properties of complex neutrosophic matrices, where a necessary and sufficient condition for the invertibility of a complex square neutrosophic matrix is presented by defining the complex neutrosophic determinant. On the other hand, this work introduces the concept of neutrosophic characteristic polynomial and neutrosophic Cayley-Hamilton theorem for the complex case.
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