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Abstract for Asian Technical Purchasing Conference
                   Singapore 2012
                Author: Bill Kohnen
In its most standard form for production of a single good
with two factors, the function is

                      Y= AL αK β
where:
 Y = total production (the monetary value of all goods
produced in a year)
 L = labor input
 K = capital input
 A = total factor productivity
 α and β are the output elasticities of labor and capital,
respectively. These values are constants determined by
available technology.
 Cobb Douglas seems to be applicable to understanding
  elements of success of cost savings efforts however
  elements vary dramatically by countries.
 Developing regional adjustments to formula is needed
  for accurate use – matrix for key world areas to be
  discussed:
     US
     Europe
     China
     Singapore
     India
     Others
 Total Factor Productivity
   Technology – Systems used, general tech infrastructure
   Knowledge of workers – Academic and Professional
    Education, Language, Professional Support
    Organizations
 Labor Input and factor
   Skill of workers, Experience, Industry Status
 Capital and factor
   While generally not a strong enablers for cost savings a
    lack of minimum input would stifle efforts.
 Demonstration of simple but more analytic evaluation
 of cost savings potential and elements to improve for
 success.

 Macro discussion of what analysis shows for key Global
 areas for current success and what is needed to
 improve

 Invitation to contact author for more detailed review
 of region, industry segment or corporation

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Analysis Of Purchasing Cost Savings Potential Using Cobb Douglas Production Function - Bill Kohnen

  • 1. Abstract for Asian Technical Purchasing Conference Singapore 2012 Author: Bill Kohnen
  • 2. In its most standard form for production of a single good with two factors, the function is Y= AL αK β where: Y = total production (the monetary value of all goods produced in a year) L = labor input K = capital input A = total factor productivity α and β are the output elasticities of labor and capital, respectively. These values are constants determined by available technology.
  • 3.  Cobb Douglas seems to be applicable to understanding elements of success of cost savings efforts however elements vary dramatically by countries.  Developing regional adjustments to formula is needed for accurate use – matrix for key world areas to be discussed:  US  Europe  China  Singapore  India  Others
  • 4.  Total Factor Productivity  Technology – Systems used, general tech infrastructure  Knowledge of workers – Academic and Professional Education, Language, Professional Support Organizations  Labor Input and factor  Skill of workers, Experience, Industry Status  Capital and factor  While generally not a strong enablers for cost savings a lack of minimum input would stifle efforts.
  • 5.  Demonstration of simple but more analytic evaluation of cost savings potential and elements to improve for success.  Macro discussion of what analysis shows for key Global areas for current success and what is needed to improve  Invitation to contact author for more detailed review of region, industry segment or corporation