Applying the compressing reflection theorem, we approve the tow sufficient conditions of the existence of Nash equilibrium in a countermeasure with uncooperative mad-participator, then according to this, we get the iterative arithmetic of Nash equilibrium
Applying the compressing reflection theorem, we approve the tow sufficient conditions of the existence of Nash equilibrium in a countermeasure with uncooperative mad-participator, then according to this, we get the iterative arithmetic of Nash equilibrium
摘要应用压缩映象定理，证明了一类多人非合作对策纳什均衡存在性的两个充分条件，并由此得到了纳什均衡点的迭代算法。