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Summer Course: Introduction to Econometric Production Analysis ...

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Thursday morning<br />

• cost functions and their properties<br />

• Shepard’s lemma<br />

• Cobb-Douglas cost function<br />

– specification<br />

– estimation<br />

– marginal costs<br />

– cost flexibility, elasticity of size, and elasticity of scale<br />

– consistency with microeconomic theory<br />

Thursday afternoon<br />

• Cobb-Douglas cost function (continued)<br />

– imposing homogeneity in input prices<br />

– derived input demand functions<br />

– derived input demand elasticities and their properties<br />

– marginal costs, average costs and <strong>to</strong>tal costs curve<br />

• short-run cost functions<br />

• Translog cost functions<br />

Friday morning<br />

• s<strong>to</strong>chastic frontier analysis<br />

• error components frontier<br />

• s<strong>to</strong>chastic frontier production function<br />

• measuring technical (in)efficiency<br />

• Cobb-Douglas s<strong>to</strong>chastic frontier production function<br />

• Translog s<strong>to</strong>chastic frontier production function<br />

• efficiency effects s<strong>to</strong>chastic production frontier<br />

• Cobb-Douglas efficiency effects s<strong>to</strong>chastic production frontier<br />

• s<strong>to</strong>chastic cost frontiers<br />

Friday afternoon<br />

• technical change<br />

• decomposition of changes of <strong>to</strong>tal fac<strong>to</strong>r productivity<br />

• summing up<br />

• farewell<br />

4

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