. In this paper,the characterization of boundedness of Hardy-Littlewood maximal operators in Orlicz-Morrey spaces LΦφ（X,μ） of homogeneous type is founded.
Lct B<sub>n</sub> bc the unit ball ofσ（n≥1）and H（B<sub>n</sub>）be the sct of holomorphic functions f:B<sub>n</sub>→σ、Suppose thatΦis a N-function and K<sub>H</sub...Lct B<sub>n</sub> bc the unit ball ofσ（n≥1）and H（B<sub>n</sub>）be the sct of holomorphic functions f:B<sub>n</sub>→σ、Suppose thatΦis a N-function and K<sub>H</sub><sup>?</sup>（B<sub>n</sub>）,L<sub>h</sub><sup>?</sup>（B<sub>n</sub>）,E<sub>H</sub><sup>?</sup>（B<sub>n</sub>）are the holomorphic Orlicz spaceson B<sub>n</sub>.In this paper we discuss the cornplctcncss,the density and the harmonic conjugation for thesespaces.Our results generalize ones of Bergman space（（?）∩II）(B<sub>n</sub>（p】1）.展开更多
For the geometric parameters Q and q of Orlicz norm, we prove where This result improves the traditional estimations of Chen S. T., Rao, M. M. and Wu C.X.
文摘. In this paper,the characterization of boundedness of Hardy-Littlewood maximal operators in Orlicz-Morrey spaces LΦφ（X,μ） of homogeneous type is founded.
文摘Lct B<sub>n</sub> bc the unit ball ofσ（n≥1）and H（B<sub>n</sub>）be the sct of holomorphic functions f:B<sub>n</sub>→σ、Suppose thatΦis a N-function and K<sub>H</sub><sup>?</sup>（B<sub>n</sub>）,L<sub>h</sub><sup>?</sup>（B<sub>n</sub>）,E<sub>H</sub><sup>?</sup>（B<sub>n</sub>）are the holomorphic Orlicz spaceson B<sub>n</sub>.In this paper we discuss the cornplctcncss,the density and the harmonic conjugation for thesespaces.Our results generalize ones of Bergman space（（?）∩II）(B<sub>n</sub>（p】1）.
文摘For the geometric parameters Q and q of Orlicz norm, we prove where This result improves the traditional estimations of Chen S. T., Rao, M. M. and Wu C.X.
