基于Strength模型的围棋棋子价值评估方法
发布时间：2018-08-31 14:30
【摘要】：为了更符合人类棋手对形势判断的认识,提出了对Strength模型的修改,建立了Effect函数影响模型。根据Effect影响模型,在静态情况下,计算布局阶段棋盘上的实空点的势力值。计算过程中,先把盘面棋子的能量进行叠加计算,再引入补偿系数K,对影响力进行补偿修正,确定目标点。对比实验结果表明,目标点与职业棋手选择点基本一致,因此此模型符合人的认识,计算结果也符合职业棋手的感觉。
[Abstract]:In order to better accord with the human chess players' understanding of the situation, the modification of the Strength model is put forward, and the influence model of the Effect function is established. According to the influence model of Effect, under static condition, the power value of the real empty points on the layout stage is calculated. In the process of calculation, the energy of the pawn is superimposed, then the compensation coefficient K is introduced to compensate the influence and determine the target point. The results of comparative experiments show that the target points are basically consistent with the selection points of professional chess players, so the model accords with the cognition of people and the calculation results accord with the feeling of professional chess players.
【作者单位】： 西安邮电大学自动化学院;西安邮电大学通信与信息工程学院;
【基金】：陕西省自然科学金(2016JQ5051)资助
【分类号】：G891.3;TP18
[Abstract]:In order to better accord with the human chess players' understanding of the situation, the modification of the Strength model is put forward, and the influence model of the Effect function is established. According to the influence model of Effect, under static condition, the power value of the real empty points on the layout stage is calculated. In the process of calculation, the energy of the pawn is superimposed, then the compensation coefficient K is introduced to compensate the influence and determine the target point. The results of comparative experiments show that the target points are basically consistent with the selection points of professional chess players, so the model accords with the cognition of people and the calculation results accord with the feeling of professional chess players.
【作者单位】： 西安邮电大学自动化学院;西安邮电大学通信与信息工程学院;
【基金】：陕西省自然科学金(2016JQ5051)资助
【分类号】：G891.3;TP18
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本文编号：2215276
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