Criteria for generalized invex monotonicities

Criteria for generalized invex monotonicities

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Article ID: iaor20061830
Country: Netherlands
Volume: 164
Issue: 1
Start Page Number: 115
End Page Number: 119
Publication Date: Jul 2005
Journal: European Journal of Operational Research
Authors: , ,
Abstract:

In this paper, under appropriate conditions, we establish that (i) if the gradient of a function is (strictly) pseudo-monotone, then the function is (strictly) pseudo-invex; (ii) if the gradient of a function is quasi-monotone, then the function is quasi-invex; and (iii) if the gradient of a function is strong pseudo-monotone, then the function is strong pseudo-invex.

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