[請益] 賽局中的bargaining
哈囉，我又來發問了
這次要懇請版上的大大幫我解惑的是賽局中，player超過2人的bargaining
題目如下：
A、B and C have a dollar to split. A gets to offer first, and offers
shares y and z to B and C, keeping x for himself (so x+y+z=1). If
both accept, the game is over and the dollar is devided accordingly.
If either B and C rejects the offer, however, they come back the next
day and start again, this time B making the offer to A and C, and if
this is rejected, on the third day C gets to make the offer. If this
is rejected, they come back the forth day with A again making the
offer. This continues until an offer is accepted by both players. The
present value of a dollar tomorrow for each of the player is δ＜1.
Show that there is a stationary subsgame perfect equilibrium.
感謝^^
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