Littlewood—paley算子在加权Campanato空间ε_(w)^(a·p)上的有界性

LITTLEWOOD-PALEY OPERATORS ON THE SPACE OF WEIGHTED CAMPANATOε_(w)^(a·p)

在文献[1]中,邱得到了Little wood—Paley算子及Marcinkiewicz积分在Campanato空间ε_ω^(α·ρ)上的有界性.本文考虑Little wood—Paley算子在加权Cam-panato空间ε_ω^(α·ρ)上的有界性.

Littlewood-Paley operators, g-function, s-function and gλ*-function(λ > 3), consided as operators on the space of weighted campanato ewap, are 'bounded operators