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- W4226226406 abstract "Previously, spectra of certain weighted composition operators on the Hardy Space were discovered under one of two hypotheses: either the compositional symbol converges under iteration to the Denjoy-Wolff point on all of the open disk rather than compact subsets, or the compositional symbol is essentially linear fractional. We show that if the symbol is a quadratic self-map of the disk of parabolic type, then the spectrum of the weighted composition operators can be found when these maps exhibit both of the aforementioned properties, and most of them do." @default.
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- W4226226406 date "2021-11-15" @default.
- W4226226406 modified "2023-09-27" @default.
- W4226226406 title "Spectra of Weighted Composition Operators with Quadratic Symbols" @default.
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