摘要
文章提出两类k(k∈N)阶Lassin函数,在讨论其与k阶Littlewood-Paley函数的关系的基础上,建立了2≤p≤∞时两类k阶Lussin函数的L^p模估计。
This paper proposes two kinds of k - step (k N) Lussin Functions. The-norm estimates are constructed while 2p, on the basis of the discussion about the relationship between these functions and the k - step Littlewood - Paley Functions.
