科言猫
学术研究的AI总结
首页
文献互助
订阅
我的收藏
科研工具
选题分析
论文总结
专利管理
未登录
返回
L
Liang Fang
Taishan University
17
H指数
98
论文数
673
被引数
0
相关解读
订阅
收录论文
13
发表时间
发表时间
IF
被引数
Braiding topology of symmetry-protected degeneracy points in non-Hermitian systems
PHYSICAL REVIEW B
IF
3.7
2024-01-05
1
PRE
AI
Li, Jia-Zheng; Bai, Kai; Guo, Cheng; Liu, Tian-Rui; Fang, Liang; Wan, Duanduan; Xiao, Meng
分享
收藏
An SQP-based multiple shooting algorithm for large-scale PDE-constrained optimal control problems
JOURNAL OF COMPUTATIONAL PHYSICS
IF
3.8
2023-03-01
4
OA
AI
Fang, Liang; Vandewalle, Stefan; Meyers, Johan
分享
收藏
A parallel-in-time multiple shooting algorithm for large-scale PDE-constrained optimal control problems
JOURNAL OF COMPUTATIONAL PHYSICS
IF
3.8
2022-03-01
9
OA
AI
Fang, Liang; Vandewalle, Stefan; Meyers, Johan
分享
收藏
Heat transfer and pressure drop correlations for direct on-chip microscale jet impingement cooling with alternating feeding and draining jets
INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER
IF
5.8
2022-01-01
9
PRE
AI
Wei, Tiwei; Oprins, Herman; Fang, Liang; Cherman, Vladimir; Beyne, Eric; Baelmans, M.
分享
收藏
Nozzle scaling effects for the thermohydraulic performance of microjet impingement cooling with distributed returns
APPLIED THERMAL ENGINEERING
IF
6.9
2020-11-01
12
PRE
AI
Wei, T. -W.; Oprins, H.; Fang, Liang; Cherman, V.; De Wolf, I.; Beyne, E.; Baelmans, M.
分享
收藏
Direct medical burden of antimicrobial-resistant healthcare-associated infections: empirical evidence from China
JOURNAL OF HOSPITAL INFECTION
IF
3.1
2020-06-01
25
PRE
AI
Liu, X.; Cui, D.; Li, H.; Wang, Q.; Mao, Z.; Fang, L.; Ren, N.; Sun, J.
分享
收藏
A non-monotone regularization Newton method for the second-order cone complementarity problem
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2015-11-01
3
PRE
AI
Tang, Jingyong; Zhou, Jinchuan; Fang, Liang
分享
收藏
A nonmonotone inexact smoothing Newton-type method for P0-NCP based on a parametric complementarity function
JOURNAL OF NUMERICAL MATHEMATICS
IF
4
2015-01-01
1
PRE
AI
Fang, Liang; Tang, Jingyong; Hu, Yunhong
分享
收藏
A new non-interior continuation method for solving the second-order cone complementarity problem
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2014-06-01
2
PRE
AI
Tang, Jingyong; Dong, Li; Zhou, Jinchuan; Fang, Liang
分享
收藏
A new non-interior continuation method for second-order cone programming
JOURNAL OF NUMERICAL MATHEMATICS
IF
4
2013-01-01
17
PRE
AI
Tang, J.; He, G.; Fang, L.
分享
收藏
A smoothing Newton method for second-order cone optimization based on a new smoothing function
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2011-10-01
20
PRE
AI
Tang, Jingyong; He, Guoping; Dong, Li; Fang, Liang
分享
收藏
A new one-step smoothing Newton method for nonlinear complementarity problem with P0-function
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2010-04-01
18
PRE
AI
Fang, Liang
分享
收藏
A new smoothing Newton-type method for second-order cone programming problems
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2009-10-01
24
PRE
AI
Fang, Liang; He, Guoping; Hu, Yunhong
分享
收藏
研究方向
暂时未获取到该数据
合作学者
合作期刊
E
Eric Beyne
H 指数: 50 · 论文数: 859
肖
肖孟
(Meng Xiao)
H 指数: 47 · 论文数: 268
I
Ingrid De Wolf
H 指数: 46 · 论文数: 589
J
Johan Meyers
H 指数: 40 · 论文数: 466
汤
汤京永
(Jian Tang)
H 指数: 40 · 论文数: 217
查看更多