Cyclicity results for some antianalytic Toeplitz operators acting on \(H^p\) (Q2839813)

This article deals with some cyclic families of functions for antianalytic Toeplitz operators whose symbol is a finite Blaschke product in the space \(H^p\), where \(1<p<\infty\). The authors give a description of the invariant subspaces for this type of operators generated by special decompositions and by lacunary decompositions of functions and they also study some particular decomposition properties of a function in \(H^p\) associated with an inner function.