www.egwald.com Egwald Web Services

Egwald Web Services
Domain Names
Web Site Design

Egwald Website Search JOIN US AS A FACEBOOK FAN Twitter - Follow Elmer WiensRadio Podcasts - Geraldos Hour


Statistics Programs - Econometrics and Probability Economics - Microeconomics & Macroeconomics Operations Research - Linear Programming and Game Theory Egwald's Mathematics Egwald's Optimal Control
Egwald HomeEconomics Home PageOligopoly/Public Firm ModelRun Oligopoly ModelDerive Oligopoly ModelProduction FunctionsCost FunctionsDuality Production Cost FunctionsReferences & Links

Production Functions


Elmer G. Wiens

Egwald's popular web pages are provided without cost to users.
Please show your support by joining Egwald Web Services as a Facebook Fan: JOIN US AS A FACEBOOK FAN
Follow Elmer Wiens on Twitter: Twitter - Follow Elmer Wiens

Cobb-Douglas | CES | Generalized CES | Trans Log | Diewert | Translog vs Diewert | Diewert vs Translog | Estimate Translog | Estimate Diewert | References and Links

Cost Functions:   Cobb-Douglas Cost | Normalized Quadratic Cost | Translog Cost | Diewert Cost | Generalized CES-Translog Cost | Generalized CES-Diewert Cost | References and Links

Duality: Production / Cost Functions:   Cobb-Douglas Duality | CES Duality | Theory of Duality | Translog Duality - CES | Translog Duality - Generalized CES | References and Links

Production Functions
References and Links

  • Allen, R.G.D. Mathematical Analysis for Economists. New York: St. Martin's, 1960.
  • Afriat, S. N. "Theory of Maxima and the Method of Lagrange." Siam Journal of Applied Mathematics. 20 (1971): 343-357.
  • Appelbaum, Elie. "Duality in Optimal Growth." International Economic Review. 16 (1975): 381-387.
  • Appelbaum, Elie. "Testing Price Taking Behavior." Journal of Econometrics. 9 (1979): 283-294.
  • Appelbaum, Elie. "The Estimation of the Degree of Oligopoly Power." Journal of Econometrics. 19 (1982): 287-299.
  • Barelli, Paulo and Samuel de Abreu Pessoa. "Inada conditions imply that production function must be asymptotically Cobb-Douglas." Journal of Economic Letters. 81 (2003): 361-363.
  • Berndt, Ernst R. and Laurits R. Christensen. "The Translog Function and the Substitution of Equipment, Structures, and Labor in U.S. Manufacturing, 1929-68." Journal of Econometrics. 1 (1979): 81-114.
  • Berndt, Ernst R. and Mohammed S Khaled. "Parametric Productivity Measurement and Choice among Flexible Functional Forms." Journal of Political Economy. 87 (1979): 1220-1245.
  • Blackorby, Charles, Daniel Primont and R. Robert Russel. "On Testing Separability Restrictions With Flexible Functional Forms." Journal of Econometrics. 5 (1977): 195-209.
  • Blackorby, Charles and R. Robert. Russell. "The Morishima Elasticity of Substitution: Symmetry, Consistency, Separability and Its Relationship to the Hicks and Allen Elasticities." Review of Economic Studies. 48 (1981): 147-58.
  • Blackorby, Charles and William Schworm "The Existence of Input and Output Aggregates in Aggregate Production Functions." Econometrica. 56 (1988): 613-643.
  • Blackorby, Charles and R. Robert Russell. "Will the Real Elasticity of Substitution Please Stand Up? A Comparison of the Allen/Uzawa and Morishima Elasticities." American Economic Review. 49 (1989): 882-888.
  • Diewert, W.E. "An Application of the Shephard Duality Theorem: A Generalized Leontief Production Function." Journal of Political Economy. 79 (1971): 481-507.
  • Diewert, W.E. "Applications of Duality Theory." Frontiers of Quantitative Economics, Vol. II. Ed. M.D. Intriligator and D.A. Kendrick, Amsterdam: North-Holland, 1974.
  • Diewert, W.E. "Exact and Superlative Index Numbers." Journal of Econometrics. 4 (1976): 114-145.
  • Diewert, W.E. "Duality Approaches to Microeconomic Theory." Handbook of Mathematical Economics, Vol. II. Ed. K.J. Arrow and M.D. Intriligator, Amsterdam: North-Holland, 1982
  • Diewert, W.E. and Kevin J. Fox. "The Normalized Expenditure Function." Contributions to Economic Analysis. Ed. Daniel Slottje, Bingley, U.K.: Emerald, 2009.
  • Diewert, Walter E. and Terrance J. Wales. "Flexible Functional Forms and Global Curvature Conditions." Econometrica. 55 (1987): 43-68.
  • Diewert, Walter E. and Terrance J. Wales. "A Normalized Quadratic Semiflexible Functional Form." Journal of Econometrics . 37 (1988): 327-342.
  • Diewert, Walter E. and Terrance J. Wales. "Flexible functional forms and tests of homogeneous separability." Journal of Econometrics . 67 (1995): 259-302.
  • Fitzpatrick, Patrick M. Advanced Calculus. Boston: PWS Publishing, 1996.
  • Halter A.N., H.O. Carter, and J.G. Hocking. "A Note on the Transcendental Production Function." Journal of Farm Economics. 39 (1957) 966-974.
  • Johnston, J. Econometric Methods. 2nd ed. New York: McGraw Hill, 1972.
  • Intriligator, Michael D. Mathematical Optimization and Economic Theory. Englewood Cliffs: Prentice-Hall, 1971.
  • Lawson, Charles L. and Richard J. Hanson. Solving Least Squares Problems. Englewood Cliffs, NJ:
  • Prentice-Hall, 1974.
  • Kohli, Ulrich. Technology, duality, and foreign trade : the GNP function approach to modeling imports and exports. New York: Harvester Wheatsheaf, 1991.
  • Kohli, Ulrich. "Canadian Imports and Exports by Origin and Destination: A Semi-Flexible Approach." Canadian Journal of Economics. 27 (1994): 580-603.
  • Kohli, Ulrich. "Semiflexibility vs. Flexibility: U.S. Imports and Exports by Commodity Group." International Review of Economics and Finance. 7 (1998): 1-21.
  • McFadden, D. "Constant Elasticity of Substitution Production Functions." Review of Economic Studies. 30 (1963): 73-83.
  • Mundlak, Y. "A Note on the Symmetry of Homogeneous Production Functions and the Three Stages of Production." Journal of Farm Economics. 40 (1958): 750-761
  • Pollak, Robert A., Robin A. Sickles and Terence J. Wales. "The CES-Translog: Specification and Estimation of a New Cost Function." Review of Economics & Statistics. 66 (1984): 602-607.
  • Pollak, Robert A. and Terence J. Wales. "Specification and Estimation of Nonseparable Two-Stage Technologies: The Leontief CES and the Cobb-Douglas CES." Journal of Political Economy. 95 (1987): 311-333.
  • Primont, Daniel and Carl Sawyer. "Recovering the Production Technology from the Cost Function" Journal of Productivity Analysis. 4 (1993): 347-352.
  • Revankar, Nagesh S. "A Class of Variable Elasticity of Substitution Production Functions." Econometrica. 9 (1971): 61-71.
  • Ryan, David L. and Terence J. Wales. "Imposing local concavity in the translog and generalized Leontief cost functions ." Economics Letters. 67 (2000): 253-260.
  • Samuelson, Paul. "Using Full Duality to Show that Simultaneously Additive Direct and Indirect Utilities Implies Unitary Price Elasticity of Demand." Econometrica. 33 (1965): 781-796.
  • Shephard, R.W. Cost and Production Functions. Princeton, N.J.: Princeton Univ. Press, 1953.
  • Thomas, George B. Jr. Calculus and Analytic Geometry. 3rd ed. Reading, Mass: Addison-Wesley, 1960.
  • Thompson, Peter and Timothy G. Taylor "The Capital-Energy Substitutability Debate: A New Look." Review of Economics & Statistics. 77 (1995): 565-569.
  • Uzawa, Hirofumi. "Production Functions with Constant Elasticities of Substitution." Review of Economic Studies. 29 (1962): 291-299.
  • Wales, Terrence J. "On the Flexibility of Functional Forms." Journal of Econometrics. 5 (1977): 183-193.
  • Walters, A. A. "Production and Cost Functions: An Econometric Survey." Econometrica. 31 (1963): 1-65.
  • Zellner, Arnold and Hang Ryu. "Alternative functional forms for production, cost and returns to scale functions." Journal of Applied Econometrics. 13 (1998): 101-127.

      Copyright © Elmer G. Wiens:   Egwald Web Services       All Rights Reserved.    Inquiries