海南师范大学学报:自然科学版
海南師範大學學報:自然科學版
해남사범대학학보:자연과학판
Journal of Hainan Normal University:Natural Science
2012年
3期
249-253
,共5页
二人零和博弈%图解%凸组合%等分量线
二人零和博弈%圖解%凸組閤%等分量線
이인령화박혁%도해%철조합%등분량선
two-person zero-sum game%graphic method%convex combination%iso-component line
利用等分量线及支付凸多边形这两个基本概念,以图解方式确定简单二人零和博弈(2×n或m×2)的纳什均衡.这一方法与通常的图解法是互补的,可率先确定持有多个纯策略的局中人的均衡策略.
利用等分量線及支付凸多邊形這兩箇基本概唸,以圖解方式確定簡單二人零和博弈(2×n或m×2)的納什均衡.這一方法與通常的圖解法是互補的,可率先確定持有多箇純策略的跼中人的均衡策略.
이용등분량선급지부철다변형저량개기본개념,이도해방식학정간단이인령화박혁(2×n혹m×2)적납십균형.저일방법여통상적도해법시호보적,가솔선학정지유다개순책략적국중인적균형책략.
By the introduction of iso-component line and convex polygon, a graphic method was presented to solve sim- ple zero-sum two-person games. This approach, which is complementary to the general graphic method, can determine the Nash equilibrium strategy of the player who holds more pure strategies.