中文
Home
Scientific Research
Research Field
Paper Publications
Patents
Published Books
Research Projects
Teaching Research
Teaching Resources
Teaching Information
Teaching Achievement
Awards and Honours
Enrollment Information
Student Information
My Album
Paper Publications
[1]Liu, Yu; BV Capacity on Generalized Grushin Plane.J.Geom.Anal.27(2017),no.1,409–441. (SCI).
[2]Liu Yu;Tang,Guobin A note for Riesz transforms associated with Schrödinger operators on the Heisenberg group. Anal.Math.Phys.7(2017),no.1, 31–45. (SCI).
[3]Huang,Jizheng;Li,Pengtao;Liu Yu Poisson semigroup, area function, and the characterization of Hardy space associated to degenerate Schrödinger operators. Banach J.Math.Anal.10(2016),no.4,727–749. (SCI).
[4]Liu Yu,Tang,Guobin Hardy type estimates for Riesz transforms associated with Schrödinger operators on the Heisenberg group. Anal.Theory Appl.32(2016),no.1,78–89..
[5]Liu,Yu;Zhang,Jing;Sheng,Jie-Lai;Wang,Li-Juan Some estimates for commutators of Riesz transform associated with Schrödinger type operators.Czechoslovak Math.J.66(141) (2016),no,1, 169–191. (SCI).
[6]Yu Liu, Yuzhao Wang, Jie Xiao, Nonnegative solutions of $|g|^{gamma}_{mathbb{H}^n}u^ple(-Delta_{mathbb{H}^n})^{frac{alpha}{2}} u$ on Heisenberg group $mathbb{H}^n$, Dynamics of PDE. (2015),no.4,379–403. (SCI).
[7]Liu, Yu; Xie, Wenjiang; Riesz transform related to a Schrödinger type operator on the Heisenberg group. Georgian Math. J. 22 (2015), no. 3, 397–407. (SCI).
[8]Yu Liu, Lijuan Wang, Boundedness for Riesz transform associated with Schrodinger operators and its commutator on weighted Morrey spaces related to certain nonnegative potentials,JOURNAL OF INEQUALITIES AND APPLICATIONS, 2014.(SCI).
[9]陈玉英, 刘宇∗, 王媛媛,与高阶抛物型Schrodinger 算子相关的Riesz变换的Lp 估计,中国科学: 数学,2014 年第44 卷第5 期: 435-446..
[10]Jizheng Huang; Yu Liu; Molecular Characterization of Hardy Spaces Associated with Twisted Convolution. J.Funct.Spaces2014,Art. ID 326940, 6 pp.(SCI) (SCI).
total37 1/4
first
previous
next
last
Page
Liuyu
Recommended Ph.D.Supervisor
Copyright © 2022 USTB All Rights Reserved. Tel:010-62332299
Click:
MOBILE Version
The Latest Update Time:
.
.