A Note on Cyclic Vectors for the Shift
We strengthen a result in the literature that gives a necessary condition for the shift on the Hardy space H 2 ( G ) of some bounded, simply connected region G to be cyclic. Part of this involves a characterization, in terms of ‘ G , of what it means for G to be the image of under a conformal map whose boundary values are univalent a.e. m (normalized Lebesgue measure on ).
|Journal||Data powered by TypesetComplex Variables, Theory and Application: An International Journal|
|Publisher||Data powered by TypesetTaylor and Francis|