On some models in linear thermo-elasticity with rational material laws

on some bayesian statistical models in actuarial science with emphasis on claim count

چکیده ندارد.

Slow Decay in Linear Thermo-elasticity

Energy estimates show that linearized thermo-elasticity deenes a contraction semi-group on a Hilbert space. We show that under a geometric condition this contraction is not strict, or, more precisely, the norm of the semi group is 1 for all t 0. Convex domains always satisfy the geometric condition. 2. introduction Let R n be a bounded domain with smooth boundary ?. We consider the problem @ 2 ...

Conservation laws of linear elasticity in stress formulations

In this paper, we present new conservation laws of linear elasticity which have been discovered. These newly discovered conservation laws are expressed solely in terms of the Cauchy stress tensor, and they are genuine, non-trivial conservation laws that are intrinsically different from the displacement conservation laws previously known. They represent the variational symmetry conditions of com...

Conservation Laws in Elasticity. IlL Planar Linear Anisotropic Elastostatics

The first order conservation laws for an arbitrary homogeneous linear planar elastic material are completely classified. In all cases, both isotropic and anisotropic, besides the standard Betti reciprocity laws, there are two infinite-dimensional families of conservation laws, each depending on an arbitrary analytic function of two complex variables.

Conservation Laws in Elasticity II. Linear Homogeneous Isotropic Elastostatics