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regular graph in Chinese

Pronunciation:
How to pronounce "regular graph""regular graph" in a sentence"regular graph" meaning

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  • 正則圖

Examples

  • For the so-called strongly regular graphs we shall rewrite the condition in a more attractive form .
    對于所謂強正規(guī)的圖,我們將把條件改寫成更有吸引力的形式。
  • Rank of subdivision graphs of regular graphs
    正則圖的剖分圖的秩
  • Ranks of strong product of regular graphs
    正則圖的強積的秩
  • Eigenpolynomial of the lattices in d - bounded distance - regular graph
    界距離正則圖中一類格的特征多項式
  • A linear algorithm for automatic generation and rectilinear embeddings of four regular graph
    四正則圖的自動生成及縱橫嵌入的線性算法
  • We also show strong edge chromatic number of two types of regular graphs with high degree and a note on a result of a . c . burris
    給出了兩類高度正則圖的強邊色數(shù),并對a . c . burris的一個結果進行了初步的探討。
  • Using the algorithm ccn ( calculate crossing number ) , this article researches on the relation between the crossing number and girth of the 3 - regular graphs
    利用計算交叉數(shù)的算法ccn ( calculatecrossingnumber ) ,本文對三正則圖的交叉數(shù)與圍長的關系進行了深入的研究。
  • Based on this theory , we discuss rectilinear extensions of two particular kinds of 4 - regular graphs with the minimum total number of bends in this article , and obtain a simple algorithm as well as the minimum total number of bends
    本文作者在這一理論的基礎上,進一步研究了兩個特殊的4 -正則圖類,得到了確定這兩類圖的最小折數(shù)縱橫擴張的簡便算法,并給出了這兩類圖的縱橫擴張的最小折數(shù)。
  • We also calculate the average crossing number aac ( n ) of all of the 4 - regular graphs for n < 12 and the average crossing number arc ( n ) of some random 4 - regular graphs of degree 4 for n < 16 . at the end of the paper , a conjecture that the average crossing number of regular graph of degree 4 is o ( n2 ) is given
    同時計算出n 12的所有四正則圖的平均交叉數(shù)aac ( n ) ,和n 16的隨機四正則圖的平均交叉數(shù)arc ( n ) ,并根據(jù)計算結果提出四正則圖的平均交叉數(shù)為o ( n ~ 2 )的猜想。
  • In this paper , three correlative results are given : 1 ) the average crossing number of graph with n vertices and q edges can be signified approximately by quadratic equation of q . 2 ) the average crossing number of graphs with bigger girth is greater than that with smaller girth within given vertices and edges . 3 ) the average crossing number of r - regular graphs greater than that of non - regular graphs within given vertices and edges where n is odd or r < n / 2
    并得出相關的規(guī)律: 1 ) n個頂點q條邊的單二連通分支圖的平均交叉數(shù)aac ( n , q )可近似地表示為q的二次多項式, 2 )在給定頂點數(shù)n與邊數(shù)q的單二連通分支圖中圍長較大的圖的平均交叉數(shù)大于圍長較小的圖的平均交叉數(shù), 3 )在給定頂點數(shù)n與邊數(shù)q的單二連通分支圖中當n為奇數(shù)或r n / 2時, r正則圖的平均交叉數(shù)大于非r正則圖的平均交叉數(shù)。
  • More examples:  1  2

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