利用"广义恒等逼近"及齐型空间上测度μ的双倍条件,对齐型空间上带非光滑核的奇异积分算子T与函数b(b∈Lipβ)生成的多线性交换子T_b进行有界估计,得到了L^p(X)到L^q(X)的一个结果.
Using "generalized approximations of the identity" and the double conditions of measureμon spaces of homogeneous type,we estimated the boundedness of the multilinear commutators T_b generated by singular integral operators with non-smooth kernels T and b(b∈Lipβ),and obtained a result from Lp(X) to Lq(X).