期刊论文

Shaolin Chen

英文

JOURNAL OF GEOMETRIC ANALYSIS

1050-6926

2023

33

6

1-22

10.1007/s12220-023-01232-x

National Science Foundation of China [12071116]; Hunan Provincial Natural Science Foundation of China [2022JJ10001, 2021JJ30057]; Key Projects of Hunan Provincial Department of Education [21A0429]; Double First-Class University Project of Hunan Province (Xiangjiaotong) [[2018]469]; Science and Technology Plan Project of Hunan Province [2016TP1020]; Discipline Special Research Projects of Hengyang Normal University [XKZX21002]; JSPS KAKENHI [JP22K03363]

本校为第一机构

The main purpose of this paper is to develop some methods to study the composition operators between harmonic Lipschitz type spaces. Some characterizations of boundedness and w-compactness of composition operators between the harmonic Lipschitz type spaces will be given. Consequently, the obtained results improve and ...