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【简答题】
设在市场上有代号为1、2的两个寡头垄断企业,他们生产相同的产品,消费者从中察觉不出任何差异。市场出清价格由两家企业的总产量决定。设企业1的产量为Q1,企业2的产量为Q2,则市场的总产量Q=q1+q2。设P为市场出清价格,则P是市场总产量Q的函数,即反需求雨数。在本例中,假定反需求函数为: P =P(Q)=8-Q 再假设两企业的生产都无固定成本,且每增加一单位产量的边际生产成本相等,C1=C2=2,即他们分别生产q1和q2产量的成本为2q1和2q2。最后,这两个企业是同时决定各自的产量以达到各自的利润最大化的,即在决策前是不知道另一方的产量的。 求:纳什均衡解。
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