fill-in

英 [fɪl ɪn]

美 [fɪl ɪn]

n.  临时填补空缺的人，代替者，补充物
adj.  临时填补性的

复数：fill-ins　

英英释义

noun

• someone who takes the place of another (as when things get dangerous or difficult)
  1. the star had a stand-in for dangerous scenes
  2. we need extra employees for summer fill-ins
  Synonym:stand-insubstitutereliefrelieverbackupbackup man

双语例句

• The minimum fill-in problem for graphs, raised from numerical analysis, is to study the optimum elimination ordering in spare matrix computations.
  在计算机教学领域，稀疏矩阵的最小填充问题由于其重要的实际意义而受重视。
• In the course of solving a system of linear equations with the Gauss elimination or Cholesky decomposition, some elements which changes from zero to nonzero are called fill-in of matrix.
  在运用Gauss消去法或Cholesky分解法求解时，消去过程中有的零元会变为非零元，这称为矩阵的填充。
• Conclusion During root canal therapy, the effective rate of correct fill-in is obviously better than that of not correct fill-in.
  结论在进行根管治疗时，根充长度是否恰填明显影响治疗效果。
• In this case I used a technique called fill-in flash to lighten the face, literally filling in the shadows with light.
  在这种情况下，我使用内藏闪光灯来增加面部亮度，也就是说在阴影处填充光线。
• This paper also discusses some algorithms of texture synthesis approaches, and proposes a new fast match method of texture fill-in. We experimented with non-texture image and get the good result under some conditions.
  本文还对纹理图像中的一些纹理填充算法进行了探讨，提出了一种快速匹配的纹理填充算法，并将其应用于非纹理类图像进行实验，在一定条件下取得了比较好的修复结果。
• The optimal fill-in of graph plays an important role in the sparse matrix computations.
  图的最优填充在稀疏矩阵计算中有重要的作用。
• Decomposition Theorems in Minimum Fill-in Problem for Graphs
  图的最小填充的分解定理
• Fill-in technology for high dimensional preconditioner
  高维预条件子的填充技术
• Periodic boundary condition and the effect of null trace fill-in on horizontal and vertical directions should be considered in performing F-K migration.
  在实现F-K偏移时，要考虑周期性的边界条件，及在水平方向和垂直方向上补零值记录道的作用。
• The change in urban land utilization in Wuhan follows the four basic patterns and rules of leap-forward development, axial progress, circular fill-in and loop expansion with different character-istics for different periods of development.
  武汉市城市用地变迁基本上遵循了跳跃式发展、轴线推进、环状填充、圈层扩展等4种基本方式和规律，在不同阶段表现出不同的特点。