Eine Verallgemeinerung eines Approximations-Satzes von C. Franchetti.
Equivalent Boundary Conditions for an Elasto-Acoustic Problem set in a Domain with a Thin Layer
We present equivalent conditions and asymptotic models for the diffraction problem of elastic and acoustic waves in a solid medium surrounded by a thin layer of fluid medium. Due to the thinness of the layer with respect to the wavelength, this problem is well suited for the notion of equivalent conditions and the effect of the fluid medium on the solid is as a first approximation local. We derive and validate equivalent conditions up to the fourth order for the elastic displacement. These conditions...
Estimating powers with base close to unity and large exponents.
Existence and convergence of the expansion in the asymptotic theory of elastic thin plates
Existence of an instanton singularity in . Euclidean field theory
Extensions of asymptotic expansions from Chapter 15 of Ramanujan's second notebook.