本文借助动态规划理论，分析了地表水与地下水统筹管理的多阶段决策问题。
With the help of dynamic programming method, the multistage decision problem on surface water and groundwater is analysed in this paper.
本文根据极大极小代数理论，给出了一种用以求解动态规划中有限多阶段决策问题的代数算法。
On the basis of minimax algebra theory, this paper provides an algebra method of solving countable stages decision problems in the dynamic programming.
由于所研究的非线性规划问题的特殊结构，所以可将它看成是一个多阶段决策问题，应用动态规划求解。
Owing to its special structure. the nonlinear programming problem can be considered as a multistage decision problem and solved by using dynamic programming principle.
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