非正则,irregular
1)irregular[英][?'reɡj?l?(r)][美][?'r?gj?l?]非正则
1.Closed-loop P type iterative learning control algorithm for irregular linear system;非正则线性系统闭环P型迭代学习控制算法
2.In this paper, the authors mainly discuss the method to judge normal complete generalized polyomino system, and draw the conclusion: a CGPS G is irregular if and only if (1) the set K of perfect matchings of G can be divided into two disjointed subsets K1 and K2, (2) some fixed single edges in Ki(i = 1,2) which form an edge cut Ri of type 2, (3) {R1, R2} is a standard combination.探讨了基本非正则完全广义四角系统的判定方法,得到了如下结论:完全广义四角系统G是基本但非正则的当且仅当满足以下条件; (1)G的所有完美匹配组成的集合K可分成两个互不相交的子集K1和K2; (2)限制在Ki(i=1,2)下的一些固定单边组成一个第二型g-割Ri; (3){R1,R2}是一个标准组合割。
3.The nonlinear irregular oblique derivative boundary value problem for nonlinear elliptic complex equations of second order is considered.二阶椭圆型方程的非线性非正则斜微商问题李子植1)闻国椿2)1)河北大学数学系,071002,保定;2)北京大学数学系,100871,北京关键词椭圆型复方程,斜微商问题,非正则分类号(中图)O175。
英文短句/例句

1.The Riemann Boundaray Value Problem of Non-normal Type on the Real Axis;实轴上非正则型Riemann边值问题
2.The Existence of Strongly Non-Regular Operators between Banach Lattices;Banach格上强非正则算子的存在性
3.On Hilbert Boundary Value Problems of Non-normal Type with Square Root;带平方根的非正则型Hilbert边值问题
4.A class of non-normal type Riemann boundary value problems with square roots;非正则型带平方根的Riemann边值问题
5.Riemann-Hilbert Boundary Value Problem of Non-regular Equations;非正则函数组Riemann-Hilbert边值问题
6.Non-regular Hilbert Boundary Value Problem of Equations;非正则函数组Hilbert边值问题
7.On the Laplacian Eigenvalues and Eigenvectors of Non-regular Graphs;非正则图的Laplacian特征值与特征向量
8.A Grading Construction Method of Irregular LDPC Codes一种分级的非正则LDPC码构造方法
9.About Non-regular N-Spaces and Characterization of Metrizable Spaces in Terms of g-function;关于非正则的N-空间及度量空间的g-函数刻画
10.Cordial Labeling of K-Shell and Irregular Total Labeling of Some Graphs;k-贝壳图的亲切标号及若干图的非正则和标号
11.Formal Rules and Informal Rules in Industry Association Governance;行业协会治理中的正式规则与非正式规则
12.The Regularizing Solution of Nonlinear Abelian IntegralEquation非线性阿贝耳积分方程的正则化求解
13.The Regular Solution of Nonlinear Equation in Banach Space;Banach空间上非线性方程的正则解
14.On the thin weakly distance-regular Carley digraphs;一些非弱距离正则的Cayley有向图
15.The Twisted Hopf-Symmetries of Canonical Noncommutative Spacetimes正则非对易时空的扭曲霍普夫对称性
16.Regularity for very weak solutions to A-harmonic equation一类非齐次A-调和方程很弱解的正则性
17.Hamiltonian Representation on Nonholonomic System非完整系统正则方程的Hamilton表述
18.Correction of Two Mistakes in The Grand Dictionary of Chinese“猫鬼”非猫,“野道”非道——《汉语大词典》误释订正两则
相关短句/例句

non-regular point非正则点
1.Because of the non-completion of the concepts of regularity in some textbooks on mathematical analySis and differentical geometry,this paper investigate the geometrical characteristics and decisive methods of all types of non -regular points on curves according to the concepts of regular curves.研究曲线上各类非正则点的几何特征及判别方法。
3)Irregular codes非正则码
4)non-regular非正则型
1.The solvation of Riemann-Hilbert boundary value of non-regular equations is discussed in generalized situation.讨论了一般情况下,非正则型函数组Riemann-Hilbert边值问题的求解。
2.The solving problem of non-regular Riemann boundary value problem of equations is discussed in general situation.讨论了一般情况下非正则型函数组Riemann边值问题的求解问题。
3.Non-regular Hilbert Boundary Value Problem of Equations;讨论了一般情况下,非正则型函数组Hilbert边值问题的求解问题。
5)non-normal type非正则型
1.A class of non-normal type Riemann boundary value problems with square roots;非正则型带平方根的Riemann边值问题
2.In this paper, Hilbert boundary value problem of non-normal type for analytic function is considered.本文考虑了解析函数非正则型的Hilbert边值问题。
6)irregularity[英][?,reɡj?'l?r?ti][美][?'r?gj?'l?r?t?]非正则性
1.The maximum of d +(x)-d -(y) over all vertices x and y of digraph D(x=y is admissible) is called the irregularity of D,denoted by i(D),if (iD)=0,then we say D is regular;if i(D)=1,we say D is almost regular .设D是一个有向图 ,D中所有可能的两点x与y(x与y可以相同 )的出度与入度之差的绝对值的最大值叫做有向图D的非正则性 ,并记为i(D) 。
延伸阅读

非正则奇点非正则奇点irregular singular point 非正则奇点[i川铆山r应粤山r脚向t;Ilpper”,p.四oeo6翻、,,] 出自线性常微分方程解析理论的一个概念.设A(t)为nxn矩阵,它在t。笋的的有孔邻域内是全纯的,且在t。处有一奇点. 这时,点t。称为方程组 交=注(t)x(*)的奇点.非正则奇点有两个不等价的定义.按照第一个定义,t。称为(*)的非正则奇点,如果A(。)在亡。处具有阶数高于l的极点(见微分方程解析理论(analytic theoryofd迁比ren垃alequa石。朋)).按照第二个定义,t。称为(*)的非正则奇点,如果不存在数a>0,使得当t沿射线方向趋向于t。时,每个解x(t)的增长不比}t一t。!一“快(见〔31).情况t。=的,可通过变换t~t一’,化为情况t。二0.非正则奇点有时称为强奇点(例如,见E七朋d方程(Bessel闪皿石。n)).解在非正则奇点的一个邻域内可以作渐近展开;H.Poinca记最早研究了这个问题(【l」).