摘要
Abstract In this paper, parabolic Marcinkiewicz integral operators along surfaces on the product domain Rn ×RM (n, m ≥2) are introduced. Lp bounds of such operators are obtained under weak conditions on the kernels.
Abstract In this paper, parabolic Marcinkiewicz integral operators along surfaces on the product domain Rn ×RM (n, m ≥2) are introduced. Lp bounds of such operators are obtained under weak conditions on the kernels.