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Articles

The contribution of K.-H. Elster to generalized conjugation theory and nonconvex duality

Pages 87-96 | Received 01 Mar 2014, Accepted 15 May 2014, Published online: 23 Jun 2014
 

Abstract

This article surveys the main contributions of K.-H. Elster to the theory of generalized conjugate functions and its applications to duality in nonconvex optimization.

Notes

The author was supported by the MICINN of Spain [grant MTM2011-29064-C03-01], and under the Australian Research Council’s Discovery Projects funding scheme [project number DP140103213]. He is affiliated to MOVE (Markets, Organizations and Votes in Economics).

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