Production function/Tutorials: Difference between revisions

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==Dissenting voices==
===Supply===
Piero Saffra objected on the grounds that, by bidding up the prices of inputs to suppliers of substitutes, the increased output of a product  expansion could increase the demand for that product, thus invalidating the necessary condition that demand must be independent of supply
<ref>[http://cupid.ecom.unimelb.edu.au/het/sraffa/sraffa26.htm Piero Sraffa: "The Laws of Return Under Competitive Conditions", ''The Economic Journal'' December 1926]</ref>. Jacob Viner had justified the long-run diminishing returns thesis by arguing that competitors for the required inputs would bid up their prices <ref>Jacob  Viner: "Cost Curves and Supply Curves",  in  ''Readings In Price Theory'', edited by G. J. Stigler and K. E. Boulding.  Irwin, 1952.</ref>, but Lionel Robbins argued that Viner's justification was incomplete in cases where  the market did not contain other users of an input
<ref>[http://www.econlib.org/Library/NPDBooks/Thirlby/bcthLS2.html#Robbins,%20Remarks%20on%20certain%20aspects  Lionel Robbins: "Remarks Upon Certain Aspects of The Theory of Costs",  ''Economic Journal'' March 1934.]</ref>
<ref>[http://www.econlib.org/Library/NPDBooks/Thirlby/bcthLS2.html#Robbins,%20Remarks%20on%20certain%20aspects  Lionel Robbins: "Remarks Upon Certain Aspects of The Theory of Costs",  ''Economic Journal'' March 1934.]</ref>


<ref>Jacob  Viner: "Cost Curves and Supply Curves",  in  ''Readings In Price Theory'', edited by G. J. Stigler and K. E. Boulding.  Irwin, 1952.</ref>
 
 
===Production===


==References==
==References==


<references/>
<references/>

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Tutorials relating to the topic of Production function.

The Cobb-Douglas production function

The Cobb-Douglas function has the form:

Y = A. Lα . Cβ,

where

Y = output,  C = capital input, L = labour input,
and A, α and β are constants determined by the technology employed.

If α = β = 1, the function represents constant returns to scale,

If α + β < 1, it represents diminishing returns to scale, and,

If α + β > 1, it represents increasing returns to scale.


It can be shown that, in a perfectly competitive economy, α is labour's share of the value of output, and β is capital's share.


Dissenting voices

Supply

Piero Saffra objected on the grounds that, by bidding up the prices of inputs to suppliers of substitutes, the increased output of a product expansion could increase the demand for that product, thus invalidating the necessary condition that demand must be independent of supply [1]. Jacob Viner had justified the long-run diminishing returns thesis by arguing that competitors for the required inputs would bid up their prices [2], but Lionel Robbins argued that Viner's justification was incomplete in cases where the market did not contain other users of an input [3]


Production

References

  1. Piero Sraffa: "The Laws of Return Under Competitive Conditions", The Economic Journal December 1926
  2. Jacob Viner: "Cost Curves and Supply Curves", in Readings In Price Theory, edited by G. J. Stigler and K. E. Boulding. Irwin, 1952.
  3. Lionel Robbins: "Remarks Upon Certain Aspects of The Theory of Costs", Economic Journal March 1934.