割集的英文
发音:
"割集"怎么读用"割集"造句
英文翻译手机版
- [计算机] cut set
◇割集矩阵 [计算机] cut set matrix; 割集码 cut-set code
- "割"英文翻译 cut; mow
- "集"英文翻译 gather; assemble; collect
- "边割集" 英文翻译 : edge cut set
- "割集码" 英文翻译 : cut set code; cut-set coke; cutset code
- "全割集" 英文翻译 : all-cut set
- "饱和割集" 英文翻译 : saturated cut set
- "纯电感割集" 英文翻译 : inductor-only cut set
- "单向割集" 英文翻译 : direct cut set
- "顶点割集" 英文翻译 : vertex cut set
- "定向分割集" 英文翻译 : oriented cut-set
- "对应割集" 英文翻译 : corresponding cut-set
- "割集方程" 英文翻译 : cutset equation
- "割集分析法" 英文翻译 : cut set analysis method
- "割集合计" 英文翻译 : cut set summation
- "割集加亮" 英文翻译 : cut set highlight
- "割集矩阵" 英文翻译 : cut set matrix; cutset matrix
- "割集子矩阵" 英文翻译 : cutset submatrix
- "割集子空间" 英文翻译 : cutset subspace
- "广义割集" 英文翻译 : seg
- "基本割集" 英文翻译 : fundamental cutset
- "计算割集" 英文翻译 : calculate cut sets
- "链路割集" 英文翻译 : link cut set
- "完全割集" 英文翻译 : exhaustive cut set
- "有向割集" 英文翻译 : directed cut set; directed cut-set
- "最小割集" 英文翻译 : minimum cut-set
例句与用法
- We call this type of cut-set an incident cut-set .
我们把这类割集称为关联割集。 - This class of subgraphs, known as segs, was introduced by reed in 1961 .
这类子图称为广义割集,它是由里德在1961年提出的。 - A generalization of cut-sets is known as a seg. it is also sometimes called a disconnecting set .
割集的一个推广叫做广义割集。有时也把它叫做断开集。 - Universal cut and special cut were combined in the method
该方法结合了通用割集和专用割集。 - Then we look for the minimal segmental sets of the created fault tree
然后对建好的故障树寻找最小割集。 - Finally , the realization algorithm is accomplished according to the minimal segmental sets
最后根据最小割集确定故障诊断的实现算法。 - Cut set matrix
割集矩阵 - Using the traditional method to build up models will cause explosive increase of amount of cut - set along with the growth of number of the component parts
用传统的方法建模,容易造成割集数量随着零件数量的增长而呈爆炸式地增长。 - Compared with the method only using universal cut or special cut , the method can obviously improve the speed of verification for combinational circuits
与只基于通用割集或专用割集的验证方法相比,该方法可以使组合电路的验证速度明显提高。 - The minimal path sets and the minimal cut sets are the key tools to evaluate the network reliability , which divide the system states into two : success ( s = 1 ) and failure ( s = 0 )
网络的最小路集和最小割集分别从成功( s = 1 )和失败( s = 0 )的不同角度描述了网络的不同状态,是网络可靠度求解的关键。
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