矿业资源管理的博弈论模型

J. Kaluski
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引用次数: 3

摘要

波兰煤矿经营管理结构十分复杂。因此,在规划和控制必需物资的决策问题认识不足。采矿过程的数学建模是当今岩体及类似问题的研究热点。然而,数学建模在波兰煤矿决策问题中的应用在今天显得十分重要。因此,我们对支持煤矿决策的各种数学方法的应用进行了大量的试验。博弈论方法在煤矿行业决策中的试验应用不能不提。提出了矿山企业物资需求规划与管理的博弈论方法。分级制的两人非零和博弈得到了发展和证明。对于两个人-参与人(一方是政府及其法律,另一方是矿业企业)的纯策略,以Stackelberg最优策略的形式选择博弈决策。通过煤矿实际数据的算例验证了所提出的博弈方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Game-theoretical model for resources management in mining industry
The coal mine's undertakings in Poland have very complicated structure to managing. Therefore decision making problems in the planning and controlling of the necessaries materials are inadequate recognized. Mathematical modeling of the mining processes are today's privilege concerning of rock mass and similar problems. Application of the mathematical modeling to decision making problems in Polish coal mines however today's becomes very important. Hence we have numerous of the tests to application of the different mathematical methods supporting decision making in the coal mines. We should have to mention about the tests application of game-theory methods to decision making in coal mine industry. The game-theoretical approach to the planning and management of materials needs in the mining enterprise is presented. The hierarchical two-person non-zero-sum game was developed and justified. For the pure strategies of two persons-players (a government and its laws from one side, and a mining enterprise from another side) a game — decision selected in a form of the Stackelberg optimal strategies. A scenario of the proposed game has been verified on the example of real data from the coal mine.
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