Questions tagged [rationality]
The rationality tag has no usage guidance.
15
questions
2
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2answers
485 views
Auctions and finding nash equilibrium of a dynamic game
Suppose we have a sequential version of an Auction game:
• Player 1 places a bid.
• Player 2 observes player 1’s bid, then places a bid.
• The player with the highest bid wins the item at auction.
• ...
4
votes
1answer
105 views
Necessary and sufficient conditions for the existence of a utility function
I was reading Jehle and Reny, Advanced Microeconomic Theory, where they discuss in detail, the choice problem of a consumer. The Consumption Set (or Choice Set) $X$ is a subset of $R_+^n$, is closed ...
1
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1answer
39 views
Rationalizable strategies and Weak Dominance
Can I find the rationalizable strategies for a game where none of the players has strict dominance but only weak dominance?
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0answers
20 views
Original formulation of the axioms of rationality [duplicate]
Completeness and transitivity are considered to be the two axioms of rationality in case of decisions under certainty. I wanted to know when were these axioms first proposed, by whom and the first ...
48
votes
8answers
9k views
How do economists explain why people contribute to Wikipedia?
What incentives do contributors have?
I believe they earn no money. And usually, they earn no reputation either, because most of the contributions are anonymous.
I believe this is a public goods game. ...
1
vote
0answers
33 views
Need help with Wakker (2010) on arbitrage
In Prospect Theory (2010; Cambridge UP), Peter P. Wakker has an exercise assignment 3.3.6 without solution in the book and I'm really unsure about this one. The exercise states on pages 76-77:
...
1
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1answer
71 views
Premises on which the Efficient Market Hypothesis is built upon
The Efficient Market Hypothesis tells us that stocks are "fairly priced" (i.e. not systematically over- or under-valued). That is, stock prices reflect all information that is already known about them....
4
votes
1answer
77 views
Who is the first one to equate “rational” with “complete and transitive preference”?
MWG taught that, suppose that the menu is finite, "rational" is the same as "complete and transitive". But it seems that it does not cite any sources. Who said this first?
vNM said ...
1
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1answer
131 views
Demand correspondence is both upper and lower hemi-continuous; is the preference continuous?
$\succsim$ is a weak order over $\mathbb R^L$.
For a closed budget set $B\subset\mathbb R^L$, define demand correspondence: $$D(B)=\{x\in B|x\succsim y\forall y\in B\}$$.
We know that $D$ is always ...
1
vote
0answers
37 views
Does Pascal's Wager fail archimedean property?
I assume most people have heard of Pascal's Wager, in case you have not: https://en.wikipedia.org/wiki/Pascal%27s_Wager
By the Stanford encyclopedia of philosphy:
"We have a decision under risk,...
4
votes
4answers
153 views
Understanding Classical Rationality at a Basic Level
I am a high school student in an intro Microeconomics class (note that we have not covered utility functions) and I'm utterly confused about the classical concept of rationality. I certainly ...
0
votes
1answer
136 views
Does Preference have a Hierarchy? A Silly Question
I have what is probably a very silly question, but I have gone down the rabbit hole and can’t get back out.....
Is there is a hierarchy of preference, and within each level of choice do we reset the ...
0
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1answer
43 views
What does irrationality mean under the notion of revealed preferences? An example with terrorism.
I am currently studying for an economics of conflict exam and one of the potential questions is likely to be in the vein of "Are Terrorists Rational - Discuss".
However how would rationality be ...
4
votes
1answer
145 views
Is soil exhaustion rational?
I was talking with friends about soil exhaustion in agriculture. They tell me that it is very frequent because of the methods employed in modern agriculture. They suggest that this amount of ...
3
votes
5answers
5k views
Violation of completeness axiom (simple everyday examples)
Simple everyday examples of violations of transitivity are not difficult to come up with, but I'm having trouble thinking of some for the completeness axiom.
One possible formulation of the ...
