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- convex optimization theory 凸优化理论
- A textbook on Optimization Theory. 一本讲述最优化理论的教科书。
- For some special cases, the deterministic convex optimization problems are derived. 对某些特殊的情形,我们导出了鲁棒线性最优化的确定性等价问题。
- Furthermore, a convex optimization problem with LMI constraints is formulated to design robust passive controllers with the maximum dissipation rate. 并且,通过求解带有约束条件的线性矩阵不等式问题,可以设计出具有最大耗散率的鲁棒无源控制器。
- Furthermore, a convex optimization problem with LMI cnstrains was formulated to design robust passive controllers at maximum dissipation rate. 并且,通过求解带有约束条件的线性矩阵不等式问题,可以设计出具有最大耗散率的鲁棒无源控制器。
- In this thesis, we investigate how convex optimization can be used to analyze different classes of nonlinear systems at various scales algorithmically. 进行铺面结构的力学分析时,一般把铺面简化成二维的问题进行分析以减少计算的复杂性。
- Based on that fact, in terms of convex optimization techniques, the Maximum Allowable Transfer Interval (MATI) and controller are obtained. 根据此充分条件,通过建立并求解一个凸优化问题,得到网络化控制系统的最大允许传输间隔以及此时的控制器。
- But if you know it's a differentiation problem, or a convex optimization problem, or a boolean logic problem, then you at least know where to start looking for the solution. 但如果你知道这是个变异的问题,或者是一个凸优化问题,或者一个布尔的逻辑问题,然后你起码能知道从哪着手开始寻找解决方案。
- Second order cone programming(SOCP).Semidefinite programming(SDP) is a subfield of convex optimization where the underlying variables aresemidefinitematrices. 凸规划研究的情况下,目标函数是凸的限制,如果有的话,形成一个凸集。
- A well known problem in optimization theory asks for a relatively easy way of finding a spanning subgraph with a special property. 最优化理论中的一个有名的问题要求:用比较容易的方法来寻求具有某种特殊性质的生成子图。
- The parametric uncertainty systems in this paper were included in a convex optimization subjected to LMIS, which can be solved by positive semidefinite programming (SDP). 对文中采用的不确定性系统,归结为LMIS约束下的凸优化问题,可利用半正定规划技术求解。
- It is well known that the constraint of semidefinite is nonlinear and nonsmooth, but convex, So semidefinite programming is convex optimization problems. 半定规划的约束是非线性的,非光滑的,但却是凸的,因此是凸规划。
- Methods: A classic developing solvent theory and the optimization theory of PRISMA were used. 方法:运用经典展开剂理论,参照PRISMA优化模型。
- The existence condition of nonfragile controllers is derived in terms of linear matrix inequalities(LMIs), and the design procedure is formulated as a convex optimization problem. 通过建立和求解一个凸优化问题,给出了非脆弱控制器的设计方法,进而运用提出的方法来控制永磁同步电机混沌系统。
- Chaos optimization theory is a new optimization method in recently years, and its ergodic property can be used as the optimization mechanism. 混沌优化方法是近几年兴起一种优化方法,搜索过程利用混沌本身具有遍历性特点。
- Reklaitis, G.V., Ravindran, A., and Ragsdell, K.M., 1983, Engineering Optimization Theory and Applications, John Wiley and Sons, New York, New York. 綦振东;80年;“具阻尼性及多变数复合材料梁之设计最佳化;”硕士论文;淡江大学机械工程研究所.
- The trajectories of vehicle centroids are inferred from their stop positions, and the colliding position is determined by the optimization theory. 以最终停车位置反推碰撞后事故车质心可能的滑行轨迹,再用优化理论确定事故车碰撞位置。
- Professor Ernest S. Kuh attacked this problem from a theoretical background of graph theory, optimization theory and other mathematical tools, and has obtained remarkable results. 葛守仁教授应用图论、优化理论等数学工具,对集成电路的布线进行了理论研究,并已经取得了可喜的成果。
- A new algorithm involving convex optimization is proposed to design the controller guaranteeing a suboptimal maximal delay such that the systems can be stabilized for all admissible uncertainties. 一种新的凸优化算法被用于控制器设计,能保证在给定的不确定性范围内求得一个使系统镇定的次优解。
- Basic courses: Scientific socialism, dialectics of nature, foreign language,advan- ced engineering mathematics, advanced engineering mechanics, optimization theory and design. 基础课:科学社会主义、自然辩证法、外语、高等工程数学、高等工程力学、最优化理论及设计等。