为了解广西壮族自治区犬传人狂犬病的防控形势,使用由FAO、GARC、WHO等共同开发的分阶段消除狂犬病(stepwise approach to rabies elimination,SARE)工具,从狂犬病信息教育传播、犬只管理、预防控制、数据收集分析、实验室诊断、跨部门...为了解广西壮族自治区犬传人狂犬病的防控形势,使用由FAO、GARC、WHO等共同开发的分阶段消除狂犬病(stepwise approach to rabies elimination,SARE)工具,从狂犬病信息教育传播、犬只管理、预防控制、数据收集分析、实验室诊断、跨部门事务和立法等7大类115个常规和技术问题,对广西狂犬病消除工作状况进行评估,并根据在狂犬病消除六阶段路线图(阶段0~5)中所处位置,来确定广西狂犬病消除进展阶段。结果显示:广西狂犬病消除进度处于阶段1.5;7大类活动的完成率为8.33%~91.67%,完成了52项活动,还有86个待处理活动,其中待处理活动集中于犬只管理、多部门合作、信息宣传教育和预防控制等4个部分。结果表明:广西已具有消除犬传人狂犬病的良好基础,可以采取以犬只免疫为主,加强犬只管理、多部门合作、宣传教育和预防控制为辅的综合策略,逐步实现消除犬传人狂犬病的目标。展开更多
The robust exponential stability in mean square for a class of linearstochastic uncertain control systems is dealt with. For the uncertain stochastic systems, we havedesigned an optimal controller which guarantees the...The robust exponential stability in mean square for a class of linearstochastic uncertain control systems is dealt with. For the uncertain stochastic systems, we havedesigned an optimal controller which guarantees the exponential stability of the system. Actually,we employed Lyapunov function approach and the stochastic algebraic Riccati equation (SARE) to haveshown the robustness of the linear quadratic(LQ) optimal control law. And the algebraic criteria forthe exponential stability on the linear stochastic uncertain closed-loop systems are given.展开更多
文摘为了解广西壮族自治区犬传人狂犬病的防控形势,使用由FAO、GARC、WHO等共同开发的分阶段消除狂犬病(stepwise approach to rabies elimination,SARE)工具,从狂犬病信息教育传播、犬只管理、预防控制、数据收集分析、实验室诊断、跨部门事务和立法等7大类115个常规和技术问题,对广西狂犬病消除工作状况进行评估,并根据在狂犬病消除六阶段路线图(阶段0~5)中所处位置,来确定广西狂犬病消除进展阶段。结果显示:广西狂犬病消除进度处于阶段1.5;7大类活动的完成率为8.33%~91.67%,完成了52项活动,还有86个待处理活动,其中待处理活动集中于犬只管理、多部门合作、信息宣传教育和预防控制等4个部分。结果表明:广西已具有消除犬传人狂犬病的良好基础,可以采取以犬只免疫为主,加强犬只管理、多部门合作、宣传教育和预防控制为辅的综合策略,逐步实现消除犬传人狂犬病的目标。
文摘The robust exponential stability in mean square for a class of linearstochastic uncertain control systems is dealt with. For the uncertain stochastic systems, we havedesigned an optimal controller which guarantees the exponential stability of the system. Actually,we employed Lyapunov function approach and the stochastic algebraic Riccati equation (SARE) to haveshown the robustness of the linear quadratic(LQ) optimal control law. And the algebraic criteria forthe exponential stability on the linear stochastic uncertain closed-loop systems are given.
