Now showing items 1-2 of 2

    • The Bezout-Corona problem revisited: Wiener space setting 

      Groenewald, G.J.; Ter Horst, S.; Kaashoek, M.A. (Springer, 2016)
      The matrix-valued Bezout-corona problem G(z)X(z)=Im, |z|<1, is studied in a Wiener space setting, that is, the given function G is an analytic matrix function on the unit disc whose Taylor coefficients are absolutely ...
    • The Bézout equation on the right half-plane in a Wiener space setting 

      Groenewald, G.J.; Ter Horst, S.; Kaashoek, M.A. (Springer, 2017)
      This paper deals with the Bézout equation G(s)X(s)=Im,Rs≤0, in the Wiener space of analytic matrix-valued functions on the right halfplane. In particular, G is an m × p matrix-valued analytic Wiener function, where p ≥ m, ...