系统地讨论了代数多项式的算术- 几何均值定理，并对原型几何规划理论作出了简明的推导与分析。
This paper discussed the theorem of the average arithmetic geometric mean of algebraic polynomials systematically, then derived and analyzed the original geometric programming (GP) briefly.
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.
本文以极大极小代数为基础，给出了一种求解水资源最优规划问题的代数算法。最后用实例验证了该法的有效性。
On the base of the minimax-algebra, this paper proposes an algebra method to solve the optimum planning question of the water resources, and this paper proves its effectiveness by a real example.
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