Toeplitz operators in the commutant of a composition operator
Volume 133 / 1999
Studia Mathematica 133 (1999), 187-196
DOI: 10.4064/sm-133-2-187-196
Abstract
If ϕ is an analytic self-mapping of the unit disc D and if $H^2(D)$ is the Hardy-Hilbert space on D, the composition operator $C_ϕ$ on $H^{2}(D)$ is defined by $C_ϕ(f) = f∘ϕ$. In this article, we consider which Toeplitz operators $T_f$ satisfy $T_{f}C_{ϕ} = C_{ϕ}T_{f}$
