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We characterize the optimal value function as the viscosity solution of the associated Hamilton-Jacobi-Bellman equation and we prove that there exists an optimal barrier strategy which is optimal among all admissible dividend strategy in some special cases.

通过HJB方程的粘性解理论来刻画最优值函数,并证明了一些特殊情形下界策略在所有可允许的分红策略中是最优的。

Seed culture conditions of Bacillus licheniformis TS-01 were firstly investigated. The results showed that the optimal growth temperature was 40C;the suitable seed culture medium was beef extract soya peptone medium; the optimal initial pH was 7.5; the optimal seed culture time was

首先对地衣芽孢杆菌TS-01的种子培养条件进行了研究,得到的结果为:最适生长温度为40℃;较适合的种子培养基为牛肉膏大豆蛋白胨培养基;最适初始pH值为7.5;种龄为13h~14h。

Then the optimal bidding strategies of block bidding under uniform and PAB pricing methods are presented. A case study is given. The results show that the optimal bids are higher than power supplier's real costs under uniform and PAB pricing method. The optimal supply function bids under the uniform pricing method are also studied.

在获得等效竞争对手报价概率分布的情况下,进一步研究了统一出清和PAB电价下,按容量段报价的最优报价策略及统一出清电价下按连续供应函数报价的最优报价策略,给出了相关算例,结果表明在统一出清和PAB电价下,最优报价均高于发电厂商的实际成本。

When SL21 was cultivated in the bouillon culture-medium including 2 mol/L NaCl for 48 h at 30℃, the ectoine synthesis amount was 285.1 mg/L. The optimal conditions of Ectoine synthesis was: the optimal temperature was 30℃; the optimal NaCl concentration was 2 mol/L.

用含2molL^(-1)NaCL的肉汤培养基,在30℃条件下,培养48h,诱导生成Ectoine为285.1mgL^(-1),其Ectoine生成的最适诱导温度是30℃,最适NaCl浓度是2molL^(-1)。

It is pointed out that optimal solution of linear programming can be represented as a sum of a convex combination of the optimal extreme point s and a nonnegatively linear combination of the optimal extreme directions.

本文指出了线性规划的最优解可表示为最优极点的凸组合和最优极方向的非负线性组合之和,确定了最优极方向存在的条件。

Based on the concept of optimal control solution to dynamic system parameters identification and the optimal control theory of deterministic system, dynamics system parameters identification problem is brought into correspondence with optimal control problem.

本文基于动力学系统参数辨识问题最优控制解的概念和确定性动力学系统的最优控制理论,建立了参数辨识研究与最优控制理论的对应关系。

The optimal analytical results and numerical analysis results show that the optimal timer is inversely proportional to cube root of square speed; moreover, the optimal distance is proportional to cube root of travel speed.

并针对各种移动速度下之交通情境,分析不同行动电话位置更新策略之总成本。

In addition, we represent the variance of the process as a function of investment, as proposed by Hong and Hayya (1993), to decrease the number of defective items. Our models determine the optimal production lot-size, the optimal levels of investments, and the optimal levels of backorders that minimize the sum of inventory and quality-related costs.

另外,本研究并考虑藉由投资来降低制程的变异,其中利用Hong 等人(1993)所提出制程变异之投资函数,纳入总生产成本模式中考量,即投资后的制程变异为制程改善后所能降低的制程变异水准加上目前生产系统之最大变异水准与最低变异水准之差的指数分配关系,如此不仅能降低变异并提升制程能力指标,亦能让管理者利用本模式来比较不同制程改善的成本差异,推导出最佳生产批量、缺货量和投资成本,以提供存货管理者对生产决策之参考依据。

Based on this model, we studies the simultaneous existence of the agent"s optimal capital stock and income, the government"s optimal tax and public expenditure (We call the combination as an equilibrium mechanism), This essay draws the equivalent proposition of equilibrium mechanism existing and converts the former problem into another problem of selecting public sector mechanism that only includes the government behavior. So the existence of such as the optimal tax has been showed.

本文先建立了均衡机制存在性的一个等价命题,然后将均衡机制存d\硕士学位论文\N=-wy MUnR'STImIS在性问题转化为只有政府行为的公共部门机制选择问题,从而得到最优税收等的存在性。

The constraint conditions of quasi optimal and strict optimal OOCs constructed by recursive method are theoretic analyzed. Based on these constraint conditions, as the initial conditions of OOCs obtained by direct construction, some quasi optimal and strict optimal OOCs with larger code length and sizes are obtained by recursive method.

2理论研究了基于递归法构造准最佳和严格最佳光正交码的约束条件,在此基础上,以直接构造法得到的光正交码为初始条件,利用递归法构造了一些具有相同相关特性的码长更长、容量更大的准最佳和严格最佳光正交码。

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