Microeconomics
Abstract
The article deals with a particular rational production function of two factors with constant
scale return. It were determined from the compatibility conditions with the axioms of production
function all the cases for a such function.
References
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Chiang, A.C. (1984). Fundamental Methods of Mathematical Economics. McGraw-Hill Inc.
Harrison, M. & Waldron, P. (2011). Mathematics for Economics and Finance. Routledge.
Ioan, C.A. & Ioan, G. (2011), n-Microeconomics. Galati: Zigotto Publishing.
Ioan, C.A., Ioan, A.C. (2014). A rational production function. Acta Universitatis Danubius.
OEconomica, Vol 10, No 4.
Pogany, P. (1999). An Overview of Quasiconcavity and its Applications in Economics. Office of
Economics, U.S. International Trade Commission.
Simon, C.P. & Blume, L.E. (2010). Mathematics for Economists. W.W.Norton&Company.
Stancu, S. (2006). Microeconomics. Bucharest: Ed. Economica.
pp. 779-800.
Chiang, A.C. (1984). Fundamental Methods of Mathematical Economics. McGraw-Hill Inc.
Harrison, M. & Waldron, P. (2011). Mathematics for Economics and Finance. Routledge.
Ioan, C.A. & Ioan, G. (2011), n-Microeconomics. Galati: Zigotto Publishing.
Ioan, C.A., Ioan, A.C. (2014). A rational production function. Acta Universitatis Danubius.
OEconomica, Vol 10, No 4.
Pogany, P. (1999). An Overview of Quasiconcavity and its Applications in Economics. Office of
Economics, U.S. International Trade Commission.
Simon, C.P. & Blume, L.E. (2010). Mathematics for Economists. W.W.Norton&Company.
Stancu, S. (2006). Microeconomics. Bucharest: Ed. Economica.
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Published
2021-05-28
How to Cite
Collective Authors. (2021). Microeconomics: Array. Acta Universitatis Danubius. Œconomica, 10(5). Retrieved from https://dj.univ-danubius.ro/index.php/AUDOE/article/view/1088
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