vol3_p04-12. 122KB Jun 04 2011 12:06:13 AM
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In view of the wide range of applications, both of the polar decomposition and of companion matrices, an explicit formula for C = P U is useful.. It
Since similar problems were solved for matrices with complex elements, we will use the term completion instead of perturbation in order to show that in comparison with the
Reently, the authors established a number of inequalities involving integer powers of the Hadamard produt of two positive denite Hermitian matries.. Here these results are extended
Based on the projection theorem in inner space, and by using the canonical correlation decomposition, an analytical expression of the optimal approximate solution in the least squares
Compound matrix, Elementary divisors, Invariant polynomials, Jordan struc- ture, Matrix pencil, Matrix polynomial, Palindromic matrix polynomial, Smith form, Structured
Applying the properties of the Hadamard core for totally nonnegative matrices, we obtain the Schur complement inequalities for the Hadamard product of totally nonnegative
Although results of Section 3 can be applied only to matrices such that their Hermitian part can be transformed into a strictly diagonally dominant matrix by means of
Key words : Analytic function; Hadamard product (or convolution); Univalent function; Convex function; Derivative operator; Differential subordination; Best
