# Questions tagged [simultaneous-equation-model]

In simultaneous equations models, dependent variables are functions of other dependent variables. Thus some of the explanatory variables are jointly determined with the dependent variable. For instance, in the simple model of supply and demand, price and quantity are jointly determined.

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### How to estimate $\gamma$ in the following model?

Suppose I have the following model: $Q=1(x'\beta+e>0)$, $D=1(x'\alpha+\gamma Q+u>0)$ and I want to estimate $\gamma$, the error terms $e,u$ are jointly normal. If $e$ and $u$ are correlated, can ...
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1 vote
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### Is it possible to get a demand function as function of income and utility from this log linear indirect utility?

I have this indirect utility function: $$v=-c\frac{p^{(-β+1)}}{(-\beta+1)}+\frac{y^{(-\gamma+1)}}{(-\gamma+1)}$$ with constraint Y = c + pq I have posted before about getting the utility function from ...
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### Multicollinearity problem

I am trying to model contract outcomes, let's say for car sales and I am interested if a certain group of people is better in negotiating better deals (e.g. women). The dependent variable is price, ...
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### HANK model lecture notes + code

Can someone recommand me good lecture notes to understand macroeconomic heterogenous agent models such as HANK models (not TANK models, I know how them). Also if you know where I could find some codes ...
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