PRODUCTS OF DIFFERENTIATION AND COMPOSITION OPERATORS FROM THE BLOCH SPACE AND WEIGHTED DIRICHLET SPACES TO MORREY TYPE SPACES

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참고문헌 (25)

1. R. Aulaskari, "Some subclasses of BMOA and their characterizations in terms of Carleson measures", Rocky Mountain J. Math, 26(2), pp.485~506 (1996)
2. C. Cowen, "Composition Operators on Spaces of Analytic Functions" (1995), CRC Press
3. M. Essen, "Several function theoretic characterization of QK spaces", J. Funct. Anal, 230(1), pp.78~115 (2006)
4. R. Hibschweiler, "Composition followed by differentiation between Bergman and Hardy spaces", Rocky Mountain J. Math, 35(3), pp.843~855 (2005)
5. H. Li, "A new characterization of generalized weighted composition operators from the Bloch space into the Zygmund space", J. Funct. Spaces Appl, 2013, pp.12~ (2013)
6. S. Li, "Composition followed by differentiation between H∞ and α-Bloch spaces", Houston J. Math, 35(1), pp.327~340 (2009)
7. S. Li, "Products of composition and differentiation operators from Zygmund spaces to Bloch spaces and Bers spaces", Appl. Math. Comput, 217(7), pp.3144~3154 (2010)
8. S. Li, "Generalized weighted composition operators from α-Bloch spaces into weightedtype spaces", J. Inequal. Appl, 2015(265), pp.12~ (2015)
9. M. Lindstrom, "The essential norm of a Bloch-to-Qp composition operator", Canad. Math. Bull, 47(1), pp.49~59 (2004)
10. Z. Lou, "Composition operators on Bloch type spaces", Analysis, 23(1), pp.81~95 (2003)
11. D. Luecking, "Forward and reverse Carleson inequalities for functions in Bergman spaces and their derivatives", Amer. J. Math, 107(1), pp.85~111 (1985)
12. J. Rattya, "The essential norm of a composition operator mapping into the Qs-space", J. Math. Anal. Appl, 333(2), pp.787~797 (2007)
13. W. Smith, "Composition operators mapping into the Qp spaces", Analysis, 17(2-3), pp.239~263 (1997)
14. S. Stevic, "Weighted differentiation composition operators from the mixed-norm spaces to the nth weighted-type space on the unit disk", Abstr. Appl. Anal, 2010, pp.15~ (2010)
15. S. Stevic, "Weighted differentiation composition operators from H∞ and Bloch spaces to nth weigthed-type spaces on the unit disk", Appl. Math. Comput, 216(12), pp.3634~3641 (2010)
16. M. Tjani, "Compact composition operators on some Mobius invariant Banach space", Ph.D, pp.1996
17. Y. Wu, "Products of differentiation and composition operators on the Bloch space", Collect. Math, 63(1), pp.93~107 (2012)
18. Z. Wu, "Q space and Morrey spaces", J. Funct. Anal, 201(1), pp.282~297 (2003)
19. H. Wulan, "Compactness of the composition operators from the Bloch space B to QK spaces", Acta Math. Sin. (Engl. Ser.), 21, pp.1415~1424 (2005)
20. H. Wulan, "QK and Morrey type spaces", Ann. Acad. Sci. Fenn. Math, 38(1), pp.193~207 (2013)
21. S. Yamashita, "Gap series and α-Bloch functions", Yokohama Math. J, 28(1-2), pp.31~36 (1980)
22. K. Zhu, "Operator Theory in Function Spaces" (2007), American Mathematical Society
23. X. Zhu, "Generalized weighted composition operators from Bloch-type spaces to weighted Bergman spaces", Indian J. Math, 49(2), pp.139~149 (2007)
24. X. Zhu, "Generalized weighted composition operators on Bloch-type spaces", J. Inequal. Appl, 2015, pp.59~68 (2015)
25. X. Zhu, "Essential norm of generalized weighted composition operators on Bloch-type spaces", Appl. Math. Comput, 274, pp.133~142 (2016)

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