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Strict Convexity of the Upper Level Sets of Strictly Quasiconcave Functions

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  • Rolando A. Danao

Abstract

This paper shows that a necessary condition for strict quasiconcavity is that each level set is contained in the boundary of the associated upper level set. This condition and the strict convexity of upper level sets are sufficient for strict quasiconcavity and are also necessary when the function is continuos with a strictly convex domain.

Suggested Citation

  • Rolando A. Danao, 1990. "Strict Convexity of the Upper Level Sets of Strictly Quasiconcave Functions," Philippine Review of Economics, University of the Philippines School of Economics and Philippine Economic Society, vol. 27(1), pages 1-7, June.
  • Handle: RePEc:phs:prejrn:v:27:y:1990:i:1:p:1-7
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    File URL: http://pre.econ.upd.edu.ph/index.php/pre/article/view/260/737
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