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Weighted composition operators from bergman spaces into weighted bloch spaces

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Abstract

In this paper we study bounded and compact weighted composition operator, induced by a ¯xed analytic function and an analytic self-map of the open unit disk, from Bergman space into weighted Bloch space. As a corollary, obtain the characterization of composition operator from Bergman space into weighted Bloch space.

참고문헌 (10)

  1. "Toeplitz and Hankel operators on Bergman space", 21, pp.279~293 (1992)
  2. "Composition Operators on Spaces of AnalyticFunctions" (1995), CRC Press
  3. "The dual of an inequality of Hardy and Littlewood and some relatedinequalities", 38, pp.746~765 (1972)
  4. "Theory of Bergman Spaces Grad.Texts in Math. 1999" (2000)
  5. "Weighted composition operators between H1 and the Bloch space", 5, pp.555~563 (2001)
  6. "Bloch-Hardy pullbacks", 67, pp.709~718 (2001)
  7. "Composition operators between some classical spaces of analytic func-tion", pp.32~46 (2001)
  8. "The composition operators on weighted Bloch space", 78, pp.310~317 (2002)
  9. "Composition operators from Bloch type spaces to Hardy and Besovspaces", 233, pp.749~766 (1999)
  10. "Operator theory in function spaces" (1990)

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