The dyadic structure and atomic decomposition of $Q$ spaces in several real variables

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概要

• 論文の詳細を見る

• This paper contains several results relating $Q$ spaces in several real variables with their dyadic counterparts, which are analogues of theorems for BMO and for $Q$ spaces on the circle. In addition, it gives an atomic (or quasi-orthogonal) decomposition for these $Q$ spaces in terms of the same type of atoms used to decompose BMO.

• 東北大学の論文

著者

• Dafni Galia

  Department Of Mathematics And Statistics Concordia University

• Xiao Jie

  Department Of Mathematics And Statistics Memorial University Of Newfoundland

• Xiao Jie

  Department Of Mathematical Sciences Tsinghua University

• Xiao Jie

  Department Of Hematology The Sun Yat-sen Memorial Hospital Of Sun Yat-sen University

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