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局部支
相关语句
  local support
     Local Support Basis for the Space of T Spline Functions
     T样条函数空间的局部支集基
短句来源
     TEE SPLINE FUNCTIONS WITH SMALLEST RECTANGULAR LOCAL SUPPORT ON TYPE-3 TRIANGULATIONS
     第三型三角剖分下具有最小矩形局部支集的样条函数
短句来源
     When using centrifugal cast iron pipe, we should pay attention to its installation and technical requirements, such as that of stainless steel clasp and local support and hanger of pipe.
     无承口离心排水铸铁管的安装和拆卸均非常方便,但要注意不锈钢卡箍橡胶密封接口的安装方法和管道局部支吊架的特殊要求。
短句来源
     In this paper, the dimension of the double periodic cubic C1 spline space over non-uniform type-2 triangulations is determined and a local support basis is given.
     本文确立了非均匀Ⅱ型三角剖分上双周期三次样条函数空间的维数,并给出了一组具有局部支集的基底.
短句来源
     Besides that V-system keeps the favorable properties of U-system and can accurately reconstruct geometry information which expressed in piecewise polynomials by finite sum of functions in V-system, it has more special properties, such as simple construction, abundant levels, convenience of application, quick calculation, local support, and so on.
     V系统不仅保持了U系统的优良特 性,对多项式表达的几何信息能够做到有限项精确重构,并且较之U系统,它更有结构简单、层次分明、计算 快捷、局部支集等特点,应用起来将更加灵活方便。
短句来源
  “局部支”译为未确定词的双语例句
     The spline bases have star-shape supports and are degree 4 polynomials over each C-T macro-element, and are C~1 continuous along the boundary edges.
     这种样条的基函数具有星型的局部支集,在每个C-T微元内是4次多项式,边界满足C~1光滑拼接。
短句来源
     INTEGRAL METHOD FOR CONSTRUCTING LOCALLY SUPPORTED SPLINE FUNCTIONS ON NONUNIFORM PARTITIONS
     构造非均匀剖分上局部支集样条函数的积分方法
短句来源
     Let Ω denote the rectangular [0, 1]■[0, 1], ⊿_(m n)~(2) be the type-Ⅱ triangular partition of Ω. DefineS_1~2(⊿_(mn)~(2))={S∈C~1(Ω): the restriction of S to eacn triangular cell ofΩ is polynomial in two real variables of total degree 2}(?)
     本文求得了双周期样条函数空间■_2~1(⊿_(mn)~(2))的维数和一组具局部支集的基底。
短句来源
     The dimension formulaes of non-degree multivariate weak spline on a vertex are presented. The dimension formulaes on triangulation are also discussed. At last, the local supported bases of W31(I1Δ) are presented.
     讨论了多元弱样条一点处的维数公式及任意三角剖分下的维数公式.得到了1-型剖分下W31(I1mn1)的维数与局部支集样条基.
短句来源
     In this paper, We discuss a local-support basis for the space of L-spline functions, and give correct proof for the local-support basis theorem.
     本文讨论L-样条函数空间的局部支集基问题,给出了局部支集基定理的正确证明。
短句来源
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  相似匹配句对
     Local Support Basis for the Space of T Spline Functions
     T样条函数空间的局部集基
短句来源
     LOCAL-SUPPORT BASIS FOR THE SPACE OF L-SPLINE FUNCTIONS
     L-样条函数空间的局部集基
短句来源
     The dysfunction of oxygen free radical metabolism and overproduction of NO locally might participate in this pathologic process.
     局部氧?
短句来源
     It is obtiained that any non - constant normal function in G has no sequence of Koebe arcs if and only if G is locally connected .
     G是局部连通的。
短句来源
     (3) The deep superior branch was divided into 3 models.
     (3)深上
短句来源
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  local support
The displacements and the electric potential of a point are interpolated by the values of nodes in its local support domain using shape functions derived based on a point interpolation scheme.
      
The support width, the shell slenderness and the type of local support, i.e.
      
flexible versus rigid local support conditions, are varied.
      
These techniques include: the enlargement of the local support domain, the upwind support domain, the adaptive upwind support domain, the biased support domain, the nodal refinement, and the adaptive analysis.
      
Numerical results for example problems demonstrate the techniques developed in this paper are effective to solve convection dominated problems, and in these techniques, using adaptive local support domain is the most effective method.
      
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We subdivide non-uniformly a rectangle into sub-rectangles and join four vertices of each subectangle and inner point chosen arbitrarily in same subrectangle,respectively.We refer to the resulting partition as type-3 triangulation.In this paper,we give some existence theorem of spline functions with

在不均匀矩形网剖分中的每一矩形上任取一内点,并将内点与该矩形的诸顶点相联,构成一个三角剖分,为有别于[4] 、[5] 、[6] 中介绍的两类三角剖分,我们称此种三角剖分为第三型三角剖分。本文考虑了第三型三角剖分下具有最小矩形局部支集的样条函数的存在问题,给出了若干存在定理及某些 B 样条函数的表达式。

Let Ω denote the rectangular [0, 1]■[0, 1], ⊿_(m n)~(2) be the type-Ⅱ triangular partition of Ω. DefineS_1~2(⊿_(mn)~(2))={S∈C~1(Ω): the restriction of S to eacn triangular cell ofΩ is polynomial in two real variables of total degree 2}(?) 1/2(⊿_(mn)~(2)) is called double- periodic spline space.In this paper, we have discussed the dimension of ■_1~2(⊿_(mn)~(2)) and have given the basis with local support.

本文求得了双周期样条函数空间■_2~1(⊿_(mn)~(2))的维数和一组具局部支集的基底。本文的结果表明,即使在十分正规的均匀(Ⅱ)型三角剖分下,空间■_2~1(⊿_(mn)~(2))的维数还受着铅直、水平剖分线数目的奇偶性影响。

In this paper, We discuss a local-support basis for the space of L-spline functions, and give correct proof for the local-support basis theorem.

本文讨论L-样条函数空间的局部支集基问题,给出了局部支集基定理的正确证明。

 
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