期刊文献+

QT,α^h空间和Qp,α^h空间的相等关系 被引量:1

RELATION OF IDENTITY ABOUT QT,α^h SPACE AND Qp,α^h SPACE
下载PDF
导出
摘要 本文研究了QT,αh空间和Qp,αh空间.利用复积分的基本理论知识,获得了QT,αh空间和Qp,αh空间的相等关系,还得到QT,αh空间的一个性质,推广了QTh空间的相关结果. In this paper,we investigate QT,αh space and Qp,αh space.Utilizing the basic theory of complex integration,we prove the relation of identity of QT,αh space and Qp,αh,and we also obtain a property of QT,αh space.Some corresponding results about QT h space are extended to QT,αh space.
出处 《数学杂志》 CSCD 北大核心 2012年第6期1083-1090,共8页 Journal of Mathematics
基金 贵州省科学技术基金资助项目(黔科合J字LKS[2010]07号)
关键词 QT αh空间 Qp αh空间 对数级 对数型 QT αh space Qp αh space logarithmic order logarithmic type
  • 相关文献

参考文献2

二级参考文献10

  • 1J M Anderson,J Clunie,Ch Pommerenke.On Bloch functions and normal functions and normal functions[J].J Renine Angew Math,1974,270(1):12-37.?A
  • 2K Madigan,A Matheson.Compact composition operators on the Bloch space[J].Trans Amer Math Soc,1995,347(7):2679-2687.?A
  • 3L Brown,A L Shields.Multipliers and cyclic vecto in the Bloch space[J].Michigan Math J,1991,38(1):141-146.?A
  • 4W Smith.Composition operators between Berman and Hardy spaces[J].Trans Amer Math Soc,1996,348(6):2331-2348.?A
  • 5L Luo,S J Huai.Composition operators between Hardy spaces on the unit ball[J].Acta Math Sin,2001,44(2):209-216.?A
  • 6S L Ye.Clareson measure and Bloch type space[J].J Fujian Teachers University(Natural Science),1999,15(4):11-15.?A
  • 7K H Zhu.Operator Theory in function spaces[M].New York:Deker,1990.?A?A
  • 8R. Aulaskari and P. Lappan. Criteria for an analytic function to be Bloch and a harmonic or meromorphic function be normal [ J ]. Complex Analysis and its Applications, Pitman research notes in mathematics, Longman Scientific and Teehniehal , Harlow, 1994,305:136-146.
  • 9Wu Pengcheng. On Increasing Functions, Bloch Functions and Normal Functions [ J ]. Complex Variables, 1998,35:157-170.
  • 10Wu Pengcheng. Increasing Functions, Harmonic Bloch and Harmonic Normal Functions [ J ]. Complex Variables, 1999,40 : 133-155.

共引文献2

同被引文献2

引证文献1

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部