Zobrazeno 1 - 10
of 361
pro vyhledávání: '"YANG Da-wei"'
Publikováno v:
Chinese Journal of Contemporary Neurology and Neurosurgery, Vol 23, Iss 8, Pp 723-729 (2023)
Objective To explore correlation between serum bilirubin and sleep disorders in Parkinson's disease (PD) patients. Methods Total 79 PD cases from He'nan Provincial People's Hospital, and 77 age and sex matched controls were recruited from October 202
Externí odkaz:
https://doaj.org/article/f884e240501c4a60815cf767a11152dd
Publikováno v:
He huaxue yu fangshe huaxue, Vol 44, Iss 2, Pp 192-199 (2022)
In this paper, the reaction kinetic mechanism of La3+ was studied in the LiCl-KCl eutectic salt at various temperatures. First, the diffusion coefficient of La3+(D) measured by cyclic voltammetry(CV) increases from 3.06×10-5 cm2/s to 6.08×10-5 cm2/
Externí odkaz:
https://doaj.org/article/8e640a712bb5435c80c256b4b45e8008
Extending the well-studied concept of graphical regular representations to bipartite graphs, a Haar graphical representation (HGR) of a group $G$ is a bipartite graph whose automorphism group is isomorphic to $G$ and acts semiregularly with the orbit
Externí odkaz:
http://arxiv.org/abs/2409.18716
The spined cube $SQ_n$ is a variant of the hypercube $Q_n$, introduced by Zhou et al. in [Information Processing Letters 111 (2011) 561-567] as an interconnection network for parallel computing. A graph $\G$ is an $m$-Cayley graph if its automorphism
Externí odkaz:
http://arxiv.org/abs/2210.16603
Given a group $G$, an {\em $m$-Cayley digraph $\G$ over $G$} is a digraph that has a group of automorphisms isomorphic to $G$ acting semiregularly on the vertex set with $m$ orbits. We say that $G$ admits an {\em oriented $m$-semiregular representati
Externí odkaz:
http://arxiv.org/abs/2208.04483
Autor:
He, Yong-Qiao, Wang, Tong-Min, Yang, Da-Wei, Xue, Wen-Qiong, Deng, Chang-Mi, Li, Dan-Hua, Zhang, Wen-Li, Liao, Ying, Xiao, Ruo-Wen, Luo, Lu-Ting, Diao, Hua, Tong, Xia-Ting, Wu, Yan-Xia, Chen, Xue-Yin, Zhang, Jiang-Bo, Zhou, Ting, Li, Xi-Zhao, Zhang, Pei-Fen, Zheng, Xiao-Hui, Zhang, Shao-Dan, Hu, Ye-Zhu, Zhou, Guan-Qun, Ma, Jun, Sun, Ying, Jia, Wei-Hua
Publikováno v:
In Radiotherapy and Oncology January 2024 190
Autor:
Yang, Da-Wei, Li, Jing, Feng, Li, Weng, Hui-Fen, Ju, Min-Jie, Wang, Hao, Jia, Yi-Chen, Wang, Xiao-Dan, Fan, Jia, Yan, Zuo-Qin, Lu, Xing-Wei, Yang, Wei, Wu, Yin, Chen, Zheng-Guo, Jiang, Qi-Yun, Xuan, Jian-Wei, Shi, Qiqing, Fang, Hao
Publikováno v:
In Clinical eHealth December 2023 6:138-143
Publikováno v:
In Applied Mathematics and Computation 1 September 2023 452
A Cayley graph of a group $H$ is a finite simple graph $\Gamma$ such that its automorphism group ${\rm Aut}(\Gamma)$ contains a subgroup isomorphic to $H$ acting regularly on $V(\Gamma)$, while a Haar graph of $H$ is a finite simple bipartite graph $
Externí odkaz:
http://arxiv.org/abs/1908.04551
Autor:
Wang, Tong-Min, Xiao, Ruo-Wen, He, Yong-Qiao, Zhang, Wen-Li, Diao, Hua, Tang, Minzhong, Mai, Zhi-Ming, Xue, Wen-Qiong, Yang, Da-Wei, Deng, Chang-Mi, Liao, Ying, Zhou, Ting, Li, Dan-Hua, Wu, Yan-Xia, Chen, Xue-Yin, Zhang, Jiangbo, Li, Xi-Zhao, Zhang, Pei-Fen, Zheng, Xiao-Hui, Zhang, Shao-Dan, Hu, Ye-Zhu, Cai, Yonglin, Zheng, Yuming, Zhang, Zhe, Zhou, Yifeng, Jin, Guangfu, Bei, Jinxin, Mai, Hai-Qiang, Sun, Ying, Ma, Jun, Hu, Zhibin, Liu, Jianjun, Lung, Maria Li, Adami, Hans-Olov, Ye, Weimin, Lam, Tai-Hing, Shen, Hongbing, Jia, Wei-Hua
Publikováno v:
In The American Journal of Human Genetics 6 July 2023 110(7):1162-1176