ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Alice and Bob negotiate over a deal which generates a surplus of 10 (payoffs in
thousands of dollars). They negotiate as in the standard Rubinstein Stahl
bargaining model from Chapter 11- Alice offers x, € [0,10] representing her share
of the surplus, Bob accepts or rejects, if Bob rejects then the roles reverse and Bob
offers x2 € [0,10], and so on – with a twist: There is no time discount. Instead, the
size of the surplus remains the same (so, offers are always from 0 to 10), but for
every rejection, both players' payoffs are reduced by 1 to pay for lawyer fees. (Ex: if
there are two rejections and then an acceptance of an offer of x3 = 5, then the
payoffs are 3 and 3).
a. Solve the SPNE for the ultimatum game (T=1).
Bob accepts any offer x, s 10. Alice sets x,
= 10.
b. Describe the SPNE outcome (does agreement occur, when, who offers, what is
the offer) for T=3.
c. Describe the SPNE outcome for T=4.
Transcribed Image Text:Alice and Bob negotiate over a deal which generates a surplus of 10 (payoffs in thousands of dollars). They negotiate as in the standard Rubinstein Stahl bargaining model from Chapter 11- Alice offers x, € [0,10] representing her share of the surplus, Bob accepts or rejects, if Bob rejects then the roles reverse and Bob offers x2 € [0,10], and so on – with a twist: There is no time discount. Instead, the size of the surplus remains the same (so, offers are always from 0 to 10), but for every rejection, both players' payoffs are reduced by 1 to pay for lawyer fees. (Ex: if there are two rejections and then an acceptance of an offer of x3 = 5, then the payoffs are 3 and 3). a. Solve the SPNE for the ultimatum game (T=1). Bob accepts any offer x, s 10. Alice sets x, = 10. b. Describe the SPNE outcome (does agreement occur, when, who offers, what is the offer) for T=3. c. Describe the SPNE outcome for T=4.
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