非正則奇點 的英文怎麼說

中文拼音 [fēizhēngdiǎn]
非正則奇點 英文
irregular [non-regularity] singular point; irregular singularity
  • : Ⅰ名詞1 (錯誤) mistake; wrong; errors 2 (指非洲) short for africa 3 (姓氏) a surname Ⅱ動詞1 ...
  • : 正名詞(正月) the first month of the lunar year; the first moon
  • : Ⅰ名詞1 (規范) standard; norm; criterion 2 (規則) regulation; rule; law 3 (姓氏) a surname Ⅱ...
  • : 奇Ⅰ形容詞1 (罕見的; 特殊的; 非常的) strange; queer; rare; uncommon; unusual 2 (出人意料的; 令...
  • : Ⅰ名詞1 (液體的小滴) drop (of liquid) 2 (細小的痕跡) spot; dot; speck 3 (漢字的筆畫「、」)...
  • 正則 : holomorphic
  1. Through constituting appropriate homotopy equation, we convert ncp ( f ) to solving the homotopy equation. without assumption of regular or non - singularity for vf ( r ) ( which is the jacobian of f ( x ) ), we prove that the homotopy equation has a bounded solution curve starting from ( w ( 0 ), 1 ), and its end point is the solution of ncp ( f )

    在不需要線性映照f (二)的jacobian矩陣甲f (二)異的限制下,我們證明了所構造的同倫方程有一條從(二( 0 ) , l )出發的有界的解曲線,而其終就是我們要求的ncp ( f )的解。
  2. 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

    並得出相關的規律: 1 ) n個頂q條邊的單二連通分支圖的平均交叉數aac ( n , q )可近似地表示為q的二次多項式, 2 )在給定頂數n與邊數q的單二連通分支圖中圍長較大的圖的平均交叉數大於圍長較小的圖的平均交叉數, 3 )在給定頂數n與邊數q的單二連通分支圖中當n為數或r n / 2時, r圖的平均交叉數大於r圖的平均交叉數。
  3. First, we do not know what kind of bifurcation will happen in advance, it is difficult to choose what kind of regular extended system for detecting them. second, if there are higher order singularities, even the multi - dimensional null space, one parameter is not enough for establishing a regular extended system

    首先考慮單參數線性問題,如果參數的個數足夠多,在延拓過程中通過求解各種的擴展系統可以求出方程解枝上存在的各種高階,例如高階折疊、橫截式分歧、音叉式分歧等。
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