The Nature of Procrastination
1
Running head: PROCRASTINATION
The Nature of Procrastination: A Meta-Analytic and Theoretical Review of Quintessential SelfRegulatory Failure
Steel, P. (2007). The nature of procrastination. Psychological Bulletin, 133(1), 6
Bounded Rationality, Ambiguity, and the Engineering of Choice
Author(s): James G. March
Reviewed work(s):
Source: The Bell Journal of Economics, Vol. 9, No. 2 (Autumn, 1978), pp. 587-608
Published by: The RAND Corporation
Stable URL: http:/www.jstor.org/s
Georgia State University
ScholarWorks @ Georgia State University
Risk Management and Insurance Dissertations
Department of Risk Management and Insurance
8-11-2012
Decisions under Risk, Uncertainty and Ambiguity:
eory and Experiments
Jimmy Martinez-Correa
Columbia University Department of Economics
W4415 Game Theory
Problem Set 1
Prajit Dutta
Due September 19th, 2016 in class
1
Common Knowledge of Rationality
In an introductory game theory course, the Professor asks the following question to all the
studen
Columbia University Department of Economics
W4415 Game Theory
Problem Set 4
Prajit Dutta
Due Monday, October 10th
1
Mixed Strategies
Consider the game represented in the following payoff matrix.
1\2
H
D
H
0, 0
2, 8
D
8,2
4, 4
(a) List all pure strategy Na
Columbia University Department of Economics
GU4415 Game Theory
Problem Set 2
Prajit Dutta
Due September 26th, 2016, in class
1
Iterated Elimination of Dominated Strategies
Consider the game represented in the following payoff matrix.
1\2
U
M
D
L
3, 7
4, 6
Columbia University Department of Economics
W4415 Game Theory
Problem Set 6
Prajit Dutta
Due Monday, October 31st, 2016 in class
1
Sequential Games
Consider the following sequential game between two players: In the first stage, Player 1
moves and chooses
Columbia University Department of Economics
W4415 Game Theory
Problem Set 5
Prajit Dutta
Due October 17st, 2016, in class.
Q1.
Consider the following Battle of the Sexes game, except that this time, the wife chooses her
evening activity (Football or Opera
Columbia University Department of Economics
GU4415 Game Theory
Problem Set 3
Prajit Dutta
Due October 3rd, 2016, in class.
1
Nash Equilibrium I
(a) Find all pure-strategy Nash equilibria in the game represented by the following payoff matrix.
1\2
U
D
L
-4