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MODELING PRIMARY AND SECONDARY DRUG RESISTANCES UNDER CHINA^S "FOUR-FREE-ONE-CARE POLICY"

MODELING PRIMARY AND SECONDARY DRUG RESISTANCES UNDER CHINA^S "FOUR-FREE-ONE-CARE POLICY"
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摘要 We propose a mathematical model to evaluate the effect of China's "Four-Free-One-Care Policy" in MSM population in Beijing. We divided the drug resistant H[V patients into two sub-populations: primary drug resistance and secondary drug resistance. Uncertainty and sensitivity analysis based on Latin Hypercube Sampling (LHS) were used for these thresholds of our model. We find that drug-resistant HIV will spread fast in MSM population under China's current treatment policy. Especially', primary-resistant strain is very likely to dominate the HIV positive MSM individuals after 10 years. The conclusions hint that, China's outlook on HIV infections is not optimistic if sufficient kinds free second-line drugs in China cannot be put into use in the near future.
出处 《International Journal of Biomathematics》 2012年第5期1-19,共19页 生物数学学报(英文版)
关键词 HIV Latin Hypercube Sampling primary drug resistance secondary drugresistance. 耐药菌株 中国 中小学 拉丁超立方体抽样 造型 保健 艾滋病毒感染 数学模型
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