UNIQUENESS OF SOLUTIONS TO MATRIX EQUATIONS ON TIME SCALES.

In this article we establish the uniqueness of solutions to first-order matrix dynamic equations on time scales. These results extend the results presented in [16], to more complex systems of n x n matrices. Following the ideas in [5, Chap 5], we identify Lipschitz conditions that are suitable for generalizing n x n models on time scales. [ABSTRACT FROM AUTHOR]