✍ Scribed by Serge Nicaise; Anna-Margerete Sändig
No coin nor oath required. For personal study only.
We continue the study of general interface problems. We prove regularity and asymptotics of solutions in usual Sobolev spaces for non‐constant coefficients operators. We also give the stabilization procedure when unstable decompositions appear near a critical angle.
📜 SIMILAR VOLUMES
Here we discuss three-dimensional so-called basic and mixed boundary value Ž . problems BVP for steady state oscillations of piecewise homogeneous anisotropic bodies imbedded into an infinite elastic continuum. Uniqueness is shown with the help of generalized Sommerfeld᎐Kupradze radiation conditions
In view-obstruction problems, congruent copies of a closed, centrally symmetric, convex body C, centred at the points of the shifted lattice ( 1 2 , 1 2 , ..., 1 2 )+Z n in R n , are expanded uniformly. The expansion factor required to touch a given subspace L is denoted by &(C, L) and for each dime