In this paper we define distributions on the moment spaces corresponding to p×p real or complex matrix measures on the …

In this note we consider the problem of maximizing the determinant of moment matrices of matrix measures. The … dimensional) orthogonal polynomials. The results generalize classical work of Schoenberg (1959) to the case of matrix measures. As …

In this note we consider the problem of maximizing the determinant of moment matrices of matrix measures. The … dimensional) orthogonal polynomials. The results generalize classical work of Schoenberg (1959) to the case of matrix measures. As …

In this note we consider the problem of maximizing the determinant of moment matrices of matrix measures. The … dimensional) orthogonal polynomials. The results generalize classical work of Schoenberg (1959) to the case of matrix measures. As …

A geometric approach to quadrature formulas for matrix measures is presented using the relations between the … representations of the boundary points of the moment space (generated by all matrix measures) and quadrature formulas. Simple proofs … formulas for matrix measures supported on a compact interval are presented and several examples are discussed. Additionally, a …