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Summer Course: Introduction to Econometric Production Analysis ...

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• critically evaluate the appropriateness of a specific econometric production analysis or<br />

efficiency analysis for analysing a specific real-world question.<br />

<strong>Course</strong> Prerequisites<br />

The participants are expected <strong>to</strong> have a basic knowledge of microeconomic production theory<br />

(e.g. technology set, production function, isoquant, cost function, marginal product, partial<br />

output elasticity, elasticity of scale, marginal rate of technical substitution, elasticity of<br />

substitution), econometrics (e.g. ordinary least squares, hypothesis tests), and mathematics<br />

(e.g. logarithms, partial derivatives). Furthermore, some experience with econometric software<br />

(particularly R) is helpful. Students who are lacking knowledge in some of these <strong>to</strong>pics are<br />

encouraged <strong>to</strong> fill their knowledge gaps before the course.<br />

Students should bring a lap<strong>to</strong>p computer with R (http://www.r-project.org) and RStudio<br />

(http://www.rstudio.org) installed <strong>to</strong> the course.<br />

<strong>Course</strong> Schedule<br />

Monday morning<br />

• welcome<br />

• introduction <strong>to</strong> the course<br />

• brush-up: production functions and their properties<br />

• preparing data for econometric production analysis<br />

• introduction of the main data set used in the course<br />

• brief introduction <strong>to</strong> R and RStudio<br />

• calculation of variables needed for the analysis<br />

Monday afternoon<br />

• partial productivities<br />

• <strong>to</strong>tal fac<strong>to</strong>r productivities<br />

• linear production function<br />

– specification<br />

– estimation<br />

– observed and predicted output quantities<br />

– marginal products<br />

– partial output elasticities<br />

– elasticities of scale<br />

– optimal firm size<br />

– consistency with microeconomic theory<br />

– marginal rates of technical substitution<br />

2

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