Div-curl Young measures and optimal design in any dimension.

Título inglés	Div-curl Young measures and optimal design in any dimension.
Título español	Medidas de Young de divergencia-rotacional y diseño óptimo en cualquier dimensión.
Autor/es	Pedregal, Pablo
Organización	Dep. Mat. Esc. Téc. Sup. Ing. Ind. Univ. Castilla-La Mancha, Ciudad Real, España
Revista	1139-1138
Publicación	2007, 20 (1): 239-255, 24 Ref.
Tipo de documento	articulo
Idioma	Inglés
Resumen inglés	We explicitly introduce and exploit div-curl Young measures to examine optimal design problems governed by a linear state law in divergence form. The cost is allowed to depend explicitly on the gradient of the state. By means of this family of measures, we can formulate a suitable relaxed version of the problem, and, in a subsequent step, put it in a similar form as the original optimal design problem with an appropriate set of designs and generalized state law. Many of the issues involved has been analyzed elsewhere. The emphasis here is placed on the fact that, by using div-curl Young measures, we make the treatment dimension-independent.
Clasificación UNESCO	120204
Palabras clave español	Diseño óptimo ; Problemas variacionales ; Campos vectoriales
Código MathReviews	MR2310585
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