BOUNDEDNESS OF DYADIC DERIVATIVE AND CES(A)RO MEAN OPERATOR ON SOME B-VALUED MARTINGALE SPACES

• 作 者: Chen Lihong Liu Peide
• 机 构: College of Science,School of Mathematics and Statistics
• 出 处: 数学物理学报（英文版）
• 发表日期: 2004年期
• 关键词: B-valued martingale martingale space dyadic derivative dyadic integral
• 基金项目: the Nation Natural Science Foundation of China;Wuhan University of Science and Engineering under grant

In this article, it is proved that the maximal operator of one-dimensional the B-valued martingale Hardy spaces pΣα, Da, pLa, p(H)#α, per to La (0 ＜α＜∞),respectively. The facts show that it depends on the geometrical properties of the Banach space.