该模型是一种地下水流系统水均衡模型和线性规划模型的耦合。
This model is made up of the water balance model of the groundwater flow system and the linear programming model.
通过假设网格环境和设置相应变量，基于博弈理论建立了网格资源分配机制和竞价策略博弈模型，并应用动态规划算法证明了纳什均衡的存在。
From assuming the grid environment and set variables, the thesis founded a grid resource allocate mechanism and a biding policy model, proved the existent of Nash Equilibrium.
通过假设网格环境和设置相应变量，基于博弈理论建立了网格资源分配机制和竞价策略博弈模型，并应用动态规划算法证明了纳什均衡的存在。
From assuming the grid environment and set variables, the thesis founded a grid resource allocate mechanism and a biding policy model, proved the existent of Nash Equilibrium.
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