Based on the principle of dynamic programming, a mathematical model of sequencing programming of cascade hydropower stations is established and its computation method is presented.
本文根据动态规划原理，建立了梯级电站开发程序优化的数学模型，提出了相应的计算方法。
In this article, we introduce the principle of optimality in dynamic programming and some methods for solving certain simple variable and multi-variable problems.
本文引述了动态规划中的最优化原则和一些有关单变量和多变量问题的求解方法。
Dynamic programming principle was used to establish a kind of mathematical model of energy-saving decision-making, and energy-saving methods were proposed.
利用动态规划原理建立了节能决策问题的数学模型，列出建筑节能方法。
Of the problems of optimal control, the most important two optimization methods are Pontryagin minimum(or called maximum) principle and Bellman dynamic programming.
在最优控制中，最重要的两种优化方法是庞特里亚金最小值（或称最大值）原理和贝尔曼动态规划法。
The principle of optimality under condition is proposed, so the dynamic programming is extended to the optimization of the system with delay.
提出条件最优化原理，使动态规划推广到时滞系统的优化中。
First, in this algorithm, the condition expectation in the dynamic programming principle is replaced by projections on a finite set of functions.
首先通过构造一个函数的有限集替代动态规划中的条件期望，其次使用蒙特卡洛模拟和最小二乘法计算第一步中的值函数。
First, in this algorithm, the condition expectation in the dynamic programming principle is replaced by projections on a finite set of functions.
首先通过构造一个函数的有限集替代动态规划中的条件期望，其次使用蒙特卡洛模拟和最小二乘法计算第一步中的值函数。
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