The matrix rotefld type inequalities for norms.

The problem of matrix inequality is important in the matrix theory. With the Shur theorem of semi-positive definite matrices, some new results of norm inequality related to Rotefid trace inequality for some concave functions and arbitrary n x n matrix were given. Note that the theorems in the other paper are the corollaries in this paper, and the result of the inequalities involving Rotefid trace inequality can be to used to other fields. [ABSTRACT FROM AUTHOR]