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AbstractAbstract
[en] New expressions for the elastic moduli of a classical systemare derived. They involve only the two-point correlation function and the derivative of the one-point correlation function, both only on the boundary of the system. These expressions, valid for any interaction derivable from a potential, are proved from a mechanical point of view by generalizing the virial thiorem of Clausius, and from a statistical point of view by a direct method that constitutes an alternative to Green's dilatation method
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