C145 2006 5 VTS 最近の更新履歴 Hideo Fujiwara

W loc 2,p regularity for the solutions of the approximate equation This section is devoted to prove the W 2,p local regularity of the solutions of equations (5) and, as a by-product,

The optimal interpolating vector σ is known as a vector-valued Lg- spline. The authors have defined a vector-valued Lg-spline to be the solu- tion of a variational

Theorem 4.8 shows that the addition of the nonlocal term to local diffusion pro- duces similar early pattern results when compared to the pure local case considered in [33].. Lemma

In Appendix B, each refined inertia possible for a pattern of order 8 (excluding reversals) is expressed as a sum of two refined inertias, where the first is allowed by A and the

Based on these results, we first prove superconvergence at the collocation points for an in- tegral equation based on a single layer formulation that solves the exterior Neumann

7.1. Deconvolution in sequence spaces. Subsequently, we present some numerical results on the reconstruction of a function from convolution data. The example is taken from [38],

The Mumford–Tate conjecture is a precise way of saying that the Hodge structure on singular cohomology conveys the same information as the Galois representation on ℓ-adic

In Section 4, by using Lashkevich’s construction of vertex operators in the GKO construction, an isomorphism is given between the fusion product of level 1 and level k