Toeplitzness of composition operators in several variables
arXiv:1308.2214
Abstract
Motivated by the work of Nazarov and Shapiro on the unit disk, we study asymptotic Toeplitzness of composition operators on the Hardy space of the unit sphere in C^n. We extend some of their results but we also show that new phenomena appear in higher dimensions.
13 pages, to appear in Complex Variables and Elliptic Equations