In this article the authors prove a duality result related to a integral functional in the setting of nonlinear elasticity. This duality result turns out to be important in the study of existence and uniqueness of smooth minimizers . Note that the integral functionals considered are not coercive and thus direct methods of the calculus of variations don't apply here.
Uniqueness of Equilibrium Configurations in Solid Crystal
VAN DER PUTTEN, ROBERTUS
2000-01-01
Abstract
In this article the authors prove a duality result related to a integral functional in the setting of nonlinear elasticity. This duality result turns out to be important in the study of existence and uniqueness of smooth minimizers . Note that the integral functionals considered are not coercive and thus direct methods of the calculus of variations don't apply here.File in questo prodotto:
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