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We derive a short wave length approximation of a boundary integral operatorfor two-dimensional isotropic and homogeneous elastic bodies of arbitraryshape. Trace formulae for elastodynamics can be deduced in this way from firstprinciples starting directly from Navier-Cauchy's equation.Comment: 8 pages, 1 figur

Short wavelength approximation of a boundary integral operator for homogeneous and isotropic elastic bodies