Questions tagged [comparative-statics]
The comparative-statics tag has no usage guidance.
8
questions
2
votes
1answer
77 views
Brueckner's basic urban model, comparative statics
I was reading through Jan Brueckner's "Lectures on Urban Economics" (2011), which is a "rigorous, but non-technical" explanation of various topics in urban economics. It was supposed to be light ...
3
votes
1answer
87 views
Comparative statics question with an application
In the state of Mexas, two politicians (Mr. BO, or "Politician 1" and Mr. TC, or "Politician 2") are competing intensely for a senate seat. The two politicians spend on advertising to increase the ...
3
votes
1answer
222 views
Topkis' Theorem
Suppose my optimization problem is stated as follows
$\max\limits_x f(x,t)$
$s.t.$ $g(x,t) \leq 0$
I am interested in finding the direction $x^*$ changes with the parameter $t$. Can someone ...
5
votes
2answers
123 views
What are some helpful online tools (databases, etc..) for economic analysts?
More specifically, I'm looking for a online database of US economic statistics that is regularly updated. Most of my searches result in older data, that is not particularly useful for what I need it ...
2
votes
1answer
55 views
Comparative Statics on Balanced Growth Path
It would be a silly question. In a model, I have found the BGP (balanced growth path) for all key variables.
As expected, these variables are constant variables ;
$$\mu^{BGP}=\frac{\alpha+\rho+\pi}{...
5
votes
1answer
157 views
Converse in supermodularity and single-crossing
Suppose I denote $$f(x,t)=g(x,t)+h(x)$$ where $X\in \mathbb{R}$, $t\in [0,1]$ and $h(x)$ is any function.
I want to prove that if the single-crossing property holds in $f(x,t)$, then $g(x,t)$ must be ...
1
vote
0answers
26 views
Analyse the data of two responses while having two different scales
I am working on data analysis these days and stuck on analysis when I have to compare the two kinds of responses.
First, I have data on the self assessment, I have asked students to rate them on a ...
0
votes
1answer
240 views
Do there exist 'comparative statics' for fixed points?
I have a basic question about comparative statics. In Wikipedia, it is mentioned that:
As a study of statics it compares two different equilibrium states...
What exactly is an equilibrium? ...
