1) Partition
[英][pɑ:'tɪʃn] [美][pɑr'tɪʃən]
划分数
1.
The Induced Matching Partition Number of Some Special Graphs;
一些特殊图类的导出匹配划分数
2) Data decomposition
数据划分
1.
Computation and data decompositions are key factors of affecting the performance of parallel programs running on distributed memory multicomputers.
计算与数据划分问题是影响并行程序在分布主存多处理机中执行性能的重要因素,也是并行编译优化的重点。
3) data partition
数据划分
1.
Distributed model based on data partition and load balance algorithm;
基于数据划分的分布式模型及其负载均衡算法
2.
For the data partition method of parallel computing of remotely sensed image,this paper summarized the general data .
采用基于不同尺度下的面向特征基元的影像分析方法对高分辨率遥感影像进行基于MPI的处理,即在对常规的影像数据划分方法进行总结分析的基础上,提出了基于特定环境下的非均匀数据划分策略;在进行基于影像数据库的MPI并行处理时,提出了一种新的数据流分配方法。
3.
For the data partition method of parallel computing of remotely sensed image,a new s.
结果表明,非均匀的遥感数据划分策略在针对特定图像的并行处理时能够得到比常规均匀划分策略更高的效率。
4) data partitioning
数据划分
1.
Rate-based optimal data partitioning algorithm and its application on embedded MPEG-4 surveillance system;
基于码率的最优数据划分算法在嵌入式MPEG-4监控系统中的应用
2.
The system can shape video stream with data partitioning technology and tune rate of shaping according to network instantaneous bandwidth adaptively.
该系统采用数据划分技术实现码率整形,并且能够根据网络瞬时带宽动态地调整整形码率。
3.
The experiments focused on some key operations such as data partitioning/re-partitioning,parallel selection,parallel sorting,parallel join revealed that the SRT model had some limitations.
通过对数据划分/重划分、并行选择、并行排序、并行连接等关键操作的实验分析,指出了"半重写变换"模型存在的缺陷,并提出了一种混合式的改进模型。
5) star partition number
星划分数
1.
It is shown to determine whether the domination munber is equal to the star partition number for any undirected simple graph is NPcomplete,which is an open problem proposed by Laskar,Walikar.
分别证明了"确定任意无向简单图星划分数与支配数是否相等"、"求二分平面图的星划分数"与"任意无向简单图的星划分数是否等于3"等三个问题是NP-完全
6) partition function
划分函数
1.
Superiorpartitionsetwasintroduced , a series of theorems on superior partition function q(n,m) were obtained,and two important results relating partition function p(n) to superior partition function q(n,m) were proved.
引入了上划分集 ,得到了上划分函数q(n ,m)的若干定理 ,证明了划分函数 p(n)与上划分函数 q(n ,m)之间联系的两个重要结论 ,给出了直观计算 q(n ,m)的一个表
补充资料：数不胜数
1.数也数不清。形容很多。
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