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7

CORR
2007
Springer

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Minimization of entropy functionals

13 years 4 months ago

Minimization of entropy functionals

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Entropy (i.e. convex integral) functionals and extensions of these functionals are minimized on convex sets. This paper is aimed at reducing as much as possible the assumptions on the constraint set. Primal attainment, dual equalities, dual attainment and characterizations of the minimizers are obtained with weak constraint qualiﬁcations. These results improve several aspects of the literature on the subject. Contents

Christian Léonard

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Convex Sets | CORR 2007 | Education | Primal Attainment | Weak Constraint Qualiﬁcations |

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Added	13 Dec 2010
Updated	13 Dec 2010
Type	Journal
Year	2007
Where	CORR
Authors	Christian Léonard

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