Again, how much quantity would Firm 2 have to produce in order to induce Firm 1's best response to be 0?

重复一遍,公司2的产量是多少时,公司1的最佳对策是产量为0呢

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Each of them is trying to play a best response for what they anticipate the other person's going to do.

每家公司都想采取预料的对方策略的,最佳对策来制定产量

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So how do I do that? I want to find the best response. How do I do that?

我该怎么找出最佳产量呢

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So what is this? This is Player 2's best response, so Player 1's best response to Player 2 producing half monopoly output.

这是什么,这是参与人2的最佳对策,即参与人1对于2半垄断产量的最佳对策

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So, in particular, what would be Player 1's best response if Player 2 didn't produce at all?

比如说,参与人2产量为0时1的最佳对策是什么

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So I should cheat and pick the quantity on my best response line that's much farther out so I'll produce more than my quantity.

我会违约选择我最佳对策的产量,我会生产出远远多于协约量的产品来

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So if Firm 2 produces this amount then Firm 1's best response is this amount.

如果公司2的产量是这么多,那么公司1的最佳对策就是这个产量

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If Firm 2 produces this amount then Firm 1's best response is this amount.

如果公司2的产量是这么多,那么公司1的最佳对策就是这个产量

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This is Patrick's best response to the other guy producing the monopoly quantity.

他表示帕特里克在面对其他人,按照垄断产量生产时的最佳对策

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Increase my own production to match my best response line.

我会根据最佳对策曲线来增加产量的

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This is the best response of Player 1 to the best response of Player 2, to the best response of Player 1 to Player 2 producing half monopoly output and there are lots of brackets here.

它表示参与人1对于参与人2的最佳对策,是参与人2生产垄断产量一半的情况下的,这里有一大堆的括号

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So what we're going to do is we're going to figure out Player 1's best response quantity to each possible choice of Player 2, and then we're going to flip it around and figure out Player 2's best response quantity to each possible choice of Player 1, and then we're going to see where those coincide, where they cross.

下面我们就需要表示出,参与人1对于2不同产量下的最佳产量,然后反过来写出,在参与人1的不同产量下,参与人2的最佳产量,然后再来看看这两者在哪里相交

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What's that telling me is that if Player 2 chooses not to produce then Player 1's best response is a - c over 2b.

参与人2产量为0而参与人1最佳对策是,/2b,这能说明什么

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So what I need to do then is I need to figure out what is Player 1's best response for each possible choice q2 of Player 2.

所以我们要先找出,在参与人2的每个可选策略q2下,参与人1的最佳产量

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