nondegenerate critical point
基本释义:
非退化临界点
网络释义
1)nondegenerate critical point,非退化临界点
2)nondegeneracy,非退化性
3)non degenerate,非退休
4)non-degenerate,非退化
5)nondegeneracy,非退化
6)nondegenerate,非退化
7)non-degenerate,非退化的
8)nondegenerate set,非退化集
9)nonsingular matrix,非退化阵
10)non degenerate,非退化
用法和例句
The present paper covers the Hopf points bifurcating from double fold points, and gives some computable nondegeneracy conditions and stability conditions of these Hopf points.
本文研究从双重折叠点分支出的Hopf点,给出了可计算的非退化性条件及稳定性条件。
A Certain Kind of the Non-degenerate Nilpotent Lie Algebras on C;
复数域C上的一类非退化幂零李代数
The projected gradient of the iterative sequence converges to zero under the certain conditions is proved,and the finite termination under the conditions of weak sharp minima and non-degenerate are obtained respectively.
并分别在弱强极小性和非退化的条件下得到了算法的有限终止性。
The non-degenerate of the Markov integrated semigroup is proved according to the definition of transition probability functions.
从转移概率函数的定义出发,证明了Markov积分算子半群是非退化的。
The relation between the nondegeneracy of their primal-dual optimal solutions and their strictly complementary optimal solutions is characterized, and then the conditions in which the solutions of a pair of primal and dual conic programmings are unique respectively are obtained.
从几何的观点描述一对原始-对偶锥规划可行域的极点,给出原始-对偶非退化的最优解与严格互补的最优解之间的关系,从而得到锥规划最优解唯一的条件。
In this paper we discuss the n-Widths of function class , determined by nondegenerate totally positive kernel K(.
讨论了由非退化的全正核K(x,y)和具有特定性质的函数系{ki(x)}ri=1所确定的某一函数类 (?)∞在Orlicz空间内的n-K宽度,n-G宽度,n-L宽度的精确估计问题。
<Abstrcat> In this paper we give the accurate estimation of n-K width of some function class K∞,ω,M and K∞,ω,(M) defined by nondegenerate totally positive kernel K and continuity modulus function ω which possess special properties.
研究了由非退化全正核K和具有特殊性质的连续模函数ω所确定的函数类K∞,ω,M与K∞,ω,(M)在Orlicz空间内的n维Kolmogorov宽度的精确估计问题。
It discusses that the optimum solution docs not contain non-degenerate restrict, distribution point when a suitable value of imaginary transport price is taken.
本文讨论了流向受限运输问题虚运价取适当值时,最优解中不含非退化的限制配点,使解法更明确,并改进了模型[1]。
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