Orthogonal polynomials on the unit circle. Part 2

By Barry Simon. 2005

93 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/c8d47ddf8faacbfa4058c8f305377dd36186b5e2

Citations in the corpus

• The Analytic Theory of Matrix Orthogonal Polynomials (2007, unknown): “− α2k−1 = p 1−α2k−1 α2k p 1− α2k−1 − p 1 +α2k−1 α2k−2 p 1+α2k−1 and A2k+1,2k+3 = √ 1+α2k−1 √ 1−α2k−1 0 0 ρ2k 0 √ √1+α2k+1 1− α2k+1 = p 1− α2k−1 q 1−α2 2k p 1+α2k+1 . The result follows. As in [127, 168], one can also use this to get Geronimus relations for the second Szeg˝o map. MATRIX ORTHOGONAL”