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7
votes
2answers
97 views

Fair voting procedure when there are many issues

When several people have to decide about a single yes/no issue*, the natural decision rule to use is the majority rule. But when there are many issues to decide upon, the majority rule is "unfair" ...
2
votes
1answer
39 views

Buy-or-sell deal when there is cash shortage

A company is owned by two partners: partner $A$ holds a fraction $a$ and partner $B$ holds a fraction $b$ (with $a+b=1$). Partner $A$ wants to break the partnership. A common procedure for this is ...
4
votes
1answer
47 views

Is there a name for this family of games (Binomial games?)?

I'm wondering if there's a name for a $n$-player symmetric game, such that the payoff for player $i$ playing strategy $j$ only depends on the number of other players which played $j$. Such family of ...
3
votes
3answers
144 views

What are some good graduate-level econometrics books for someone with a strong mathematics background?

Related: Book recommendations on empirical methods in economic research and econometrics? I would like to focus mainly on graduate texts in Econometrics. From the question above, I gather that ...
3
votes
1answer
32 views

Distribution of Wages

Is there any paper that looks at the distribution of wages? I'd like to see how many workers are in each percentile of labor income. I know that you could compute it using CPS or US tax data, but I ...
4
votes
1answer
80 views

Stimulus Effect of the Minimum Wage

In the question about the minimum wage found here, I have heard several times that an increase in the minimum wage can, as one of several competing effects, "boost the economy" by increasing the ...
6
votes
2answers
48 views

Problem with defining liquidity

I have heard multiple times that a consistent definition of liquidity does not exist. The two wikipedia articles describing liquidity (Market liquidity and accounting liquidity) lack a discussion of ...
6
votes
2answers
131 views

Extensions of Nash equilibria to games with infinite strategies

In the Jehle and Reny textbook (which I should add I have not read much of beyond a few sections of interest), a theorem stating that there is always a (mixed) Nash equilibrium in finite strategic ...
3
votes
1answer
42 views

Time costs and the St. Petersburg paradox

In the St. Petersburg paradox, we end up with the problem that a rational agent should be willing to play the game for any wager, if we look at expected income or utility of expected income. The ...