WANG Jie, CHEN Bing-kang, ZHANG Jian-lin. A Class of Vector-Valued Weighted Norm InequalitiesJ. Transactions of Beijing institute of Technology, 2004, (4): 364-366.
Citation:
WANG Jie, CHEN Bing-kang, ZHANG Jian-lin. A Class of Vector-Valued Weighted Norm InequalitiesJ. Transactions of Beijing institute of Technology, 2004, (4): 364-366.
WANG Jie, CHEN Bing-kang, ZHANG Jian-lin. A Class of Vector-Valued Weighted Norm InequalitiesJ. Transactions of Beijing institute of Technology, 2004, (4): 364-366.
Citation:
WANG Jie, CHEN Bing-kang, ZHANG Jian-lin. A Class of Vector-Valued Weighted Norm InequalitiesJ. Transactions of Beijing institute of Technology, 2004, (4): 364-366.
A Class of Vector-Valued Weighted Norm Inequalities
Using H（o··）lder inequality and extended Minkowski inequality, a sufficient condition on the weight function v （x）≥0 is obtained such that the Hardy-Littlewood maximal operator is bounded from LpB （Rn, ω dx） to Lp （Rn , v dx） for some ω （x）<∞, a.e x∈Rn .
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