次线性算子与幂权的Soria－Weiss定理的拓广

AN EXTENSION OF SORIA──WEISS'S THEOREM ON SUBLINEAR OPERATORS AND POWER WEIGHTS

将次线性算子关于测度｜Ｘ｜－ａｄｘ的（ｐ，ｐ）型的Ｓｏｒｉａ－Ｗｅｉｓｓ定理拓广到非光滑核算子的情形中去，而且关于ａ的范围是准确的。

Author extends a Soria-Weiss's result on strong type (p,p) of sublinear operators with respect to the measure |x|-a x into the case of operators with rough kernel