In this paper, we study coposinormal composition operators and posinormal weighted composition operators on the Hardy space H-2(D). We show that if W-psi,W-phi is coposinormal on H-2(D), then psi never vanishes on D also we prove that phi is univalent. Moreover, we study the commutant of a coposinormal weighted composition operator.
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Univ Artois, Federat CNRS Nord Pas Calais, Fac Sci Jean Perrin,FR 2956, Lab Math Lens,EA 2462, F-62307 Lens, FranceUniv Artois, Federat CNRS Nord Pas Calais, Fac Sci Jean Perrin,FR 2956, Lab Math Lens,EA 2462, F-62307 Lens, France
Lefevre, Pascal
Li, Daniel
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Univ Artois, Federat CNRS Nord Pas Calais, Fac Sci Jean Perrin,FR 2956, Lab Math Lens,EA 2462, F-62307 Lens, FranceUniv Artois, Federat CNRS Nord Pas Calais, Fac Sci Jean Perrin,FR 2956, Lab Math Lens,EA 2462, F-62307 Lens, France
Li, Daniel
Queffelec, Herve
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Univ Sci & Tech Lille Flandres Artois, CNRS, Lab Paul Painleve, UMR 8524,UFR Math, F-59655 Villeneuve Dascq, FranceUniv Artois, Federat CNRS Nord Pas Calais, Fac Sci Jean Perrin,FR 2956, Lab Math Lens,EA 2462, F-62307 Lens, France
Queffelec, Herve
Rodriguez-Piazza, Luis
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Univ Seville, Fac Matemat, Dept Anal Matemat, E-41080 Seville, SpainUniv Artois, Federat CNRS Nord Pas Calais, Fac Sci Jean Perrin,FR 2956, Lab Math Lens,EA 2462, F-62307 Lens, France