The game equilibriums of the compellence model with incomplete information of both challenger and the deterer are computed, and the conditions of successful compellence are studied.
基于对挑战者与威慑者双边不完全信息条件下军事威逼模型博弈均衡的求解，探讨了军事威逼成功应满足的条件。
The traditional game theory model gave two Nash equilibriums to explain the decision of enterprises in this condition.
用传统的博弈论模型解释这种条件下企业的决策行为，只能得到对应现实中两种极端情况的两重纳什均衡。
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