Poroelastic Center of Dilation Revisited

This Lie algebra is therefore free, and its quotient is A/(a). This proves the theorem.. Under the hypothesis of Theorem 2, we show that d 2 = 0 and that the spectral

We take both a seman- tic and a syntactic approach in order to define a suitable notion of theory dilation in the context of approximate reasoning on the one hand, and a generalized

This paper is concerned with the existence and the regularity of global solutions to the linear wave equation associated the boundary conditions of two-point type.. We also

In this section we first recover the result of (3) on the characterisation of dilation analytic vectors in a very simple way and then give a dilation analyticity

Evans–Hudson flows are constructed for a class of quantum dynamical semigroups with unbounded generator on UHF algebras, which appeared in [Rev. It is shown that these flows are

Using the Nagy dilation of linear contractions on Hilbert space and the Stinespring’s theorem for completely positive maps, we prove that any quantum dynamical system admits a

We study the high frequency limit for the dissipative Helmholtz equation when the source term concentrates on a submanifold of R n.. We prove that the solution has a

In the case p < m, the bound obtained for the numerical blow-up time is inferior to the estimate obtained for the blow-up time of the exact solution.. Properties of