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Serum VCAM-1 content in children with viral encephalitis and its correlation with nerve injury and inflammatory response
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作者 Kai-Hui Shen Meng-Xiao Zhang +1 位作者 jin-ling zhou Ya-Wang Shao 《Journal of Hainan Medical University》 2018年第4期136-139,共4页
Objective: To investigate the serum VCAM-1 content in children with viral encephalitis and its correlation with nerve injury and inflammatory response. Methods: A total of 60 children with viral encephalitis who were ... Objective: To investigate the serum VCAM-1 content in children with viral encephalitis and its correlation with nerve injury and inflammatory response. Methods: A total of 60 children with viral encephalitis who were treated in Xianyang First People's Hospital between December 2015 and January 2017 were selected as viral encephalitis group, and 50 healthy children who accepted vaccination in the hospital during the same period were selected as normal control group. The differences in serum levels of VCAM-1, nerve injury-related indexes and inflammatory factors were compared between two groups of children, and Pearson test was used to further evaluate the correlation of serum VCAM-1 content with nerve injury and inflammatory response in children with viral encephalitis. Results: Immediately after admission, serum VCAM-1 content of children with viral encephalitis was significantly higher than that of normal control group;serum nerve injury-related indexes CK-BB, MBP, β-EP and NSE contents were higher than those of normal control group;serum inflammatory factors IL-6, IL-18 and γ-IFN contents were higher than those of control group. Pearson test showed that serum VCAM-1 content in children with viral encephalitis was positively correlated with nerve injury and inflammatory response. Conclusion: Serum VCAM-1 content is high in children with viral encephalitis, and the specific content is directly correlated with the severity of nerve injury and inflammatory response. 展开更多
关键词 VIRAL ENCEPHALITIS VCAM-1 NERVE injury INFLAMMATORY response
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A Mathematical Model of the Photosynthetic Carbon Metabolism Has Multiple Steady States Under the Same Parameter Conditions
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作者 jin-ling zhou Zuo-huan ZHENG Xin-guang ZHU 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2016年第3期591-604,共14页
This paper analyzes a mathematical model of the photosynthetic carbon metabolism, which incorporates not only the Calvin-Benson cycle, but also another two important metabolic pathways: starch synthesis and photoresp... This paper analyzes a mathematical model of the photosynthetic carbon metabolism, which incorporates not only the Calvin-Benson cycle, but also another two important metabolic pathways: starch synthesis and photorespiratory pathway. Theoretically, the paper shows the existence of steady states, stability and instability of the steady states, the effects of CO2 concentration on steady states. Especially, a critical point is found, the system has only one steady state with C02 concentration in the left neighborhood of the critical point, but has two with C02 concentration in the right neighborhood. In addition, the paper also explores the influence of C02 concentration on the efficiency of photosynthesis. These theoretical results not only provide insight to the kinetic behaviors of the photosynthetic carbon metabolism, but also can be used to help improving the efficiency of photosynthesis in plants. 展开更多
关键词 PHOTOSYNTHESIS the efficiency of photosynthesis multiple steady states stability critical point
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Semi-uniform Sub-additive Ergodic Theorems for Skew-product Quasi-flows
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作者 jin-ling zhou 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2014年第2期359-366,共8页
The aim of this paper is to extend the semi-uniform ergodic theorem and semi-uniform sub-additive ergodic theorem to skew-product quasi-flows. Furthermore, more strict inequalities about these two theorems are establi... The aim of this paper is to extend the semi-uniform ergodic theorem and semi-uniform sub-additive ergodic theorem to skew-product quasi-flows. Furthermore, more strict inequalities about these two theorems are established. By making use of these results, it is feasible to get uniform estimation of the Lyapunov exponent of some special systems even under non-uniform hypotheses 展开更多
关键词 semi-uniform sub-additive ergodic theorem skew-product quasi-flows
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