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A Case-control Study on Children with Guillain-barre Syndrome in North China
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作者 GAI-FEN LIU ZHENG-LAI wu +6 位作者 hu-sheng wu QUAN-YI WANG GE-TU ZHAO-RI CHUN-YONG WANG ZHI-XUE LIANG SHU-LAN CUI JIAN-DE ZHENG 《Biomedical and Environmental Sciences》 SCIE CAS CSCD 2003年第2期105-111,共7页
To explore the risk factors for Guillain-barre syndrome. Methods Case-control study design was used in 51 cases of Guillain-barre syndrome,and 51 matched controls.All of the 51 cases in this study had been examined ... To explore the risk factors for Guillain-barre syndrome. Methods Case-control study design was used in 51 cases of Guillain-barre syndrome,and 51 matched controls.All of the 51 cases in this study had been examined by electrophysiology. Serum IgG antibodies specific for C. jejuni were determined in all the subjects by ELISA. Each case and control were interviewed using an ad hoc questionnaire, including his/her demographic information,onset of the illness, their personal hygiene and so on. Results The study showed that Guillain-barre syndrome was associated with a few factors, such as polio vaccine immunization before onset of illness (OR=7.27), no hand washing after defecation and before meals (OR=6.15). Infection of C. jejuni was strongly associated with the illness (OR=9.5,P<0.001). Conclusion It is suggested that occurrence of Guillain-barre syndrome may correlate to infection of C. jejuni and poor personal hygiene in children. 展开更多
关键词 Guillain-Barre syndrome (GBS) Case-control study Campylobacter jejuni
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Uncertain bilevel knapsack problem based on an improved binary wolf pack algorithm
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作者 hu-sheng wu Jun-jie XUE +1 位作者 Ren-bin XIAO Jin-qiang HU 《Frontiers of Information Technology & Electronic Engineering》 SCIE EI CSCD 2020年第9期1356-1368,共13页
To address indeterminism in the bilevel knapsack problem,an uncertain bilevel knapsack problem(UBKP)model is proposed.Then,an uncertain solution for UBKP is proposed by defining thePE Nash equilibrium andPE Stackelber... To address indeterminism in the bilevel knapsack problem,an uncertain bilevel knapsack problem(UBKP)model is proposed.Then,an uncertain solution for UBKP is proposed by defining thePE Nash equilibrium andPE Stackelberg-Nash equilibrium.To improve the computational efficiency of the uncertain solution,an evolutionary algorithm,the improved binary wolf pack algorithm,is constructed with one rule(wolf leader regulation),two operators(invert operator and move operator),and three intelligent behaviors(scouting behavior,intelligent hunting behavior,and upgrading).The UBKP model and thePE uncertain solution are applied to an armament transportation problem as a case study. 展开更多
关键词 Bilevel knapsack problem Uncertainty Improved binary wolf pack algorithm
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