1)Non-powerful不可幂
1.Local bases of primitive non-powerful anti-symmetric signed digraphs with loops带环的本原不可幂反对称带号有向图的局部基
2.By using graph theory and matrix theory,the primitive non-powerful signed digraphs with two cycles was discussed.利用图论和矩阵理论的方法,讨论仅有两个圈的本原不可幂的定号有向图,研究了一般的仅有两个圈的本原不可幂的定号有向图的局部基的上界和特殊的本原不可幂的定号有向图局部基的上界,利用Frobenius数研究了某类特殊本原不可幂定号有向图的局部基的下界,进而得到某类特殊本原不可幂定号有向图的局部基。
英文短句/例句
1.Bounds of the Local Bases for Some Primitive Non-Powerful Signed Digraphs某类本原不可幂定号有向图局部基的界
2.Local bases of primitive non-powerful anti-symmetric signed digraphs with loops带环的本原不可幂反对称带号有向图的局部基
3.The base of primitive non-powerful symmetric sign pattern matrices with non-zero traces迹非零的本原不可幂对称符号模式矩阵的基
4.The Exponent and Base of One Kind of Unreducible Primitive Non-powerful Sign Pattern Matrices一类本原不可幂符号模式的本原指数和基的上界
5.Solutions of the Plane-Strain Problems in a Power Hardening and Incompressible Material幂硬化不可压缩材料平面应变问题的解法
6.It is possible to use higher powers of r, but this had been found to be of no advantage.可能用r的更高次幂，但发现这也无益。
7.Some Conditions of Nonsingularity of Linear Combinations of Idempotent Matrices;幂等矩阵线性组合可逆性的若干条件
8.Polynomial Maps with Additive-nilpotent Jacobian Matrix带有可加幂零Jacobi矩阵的多项式映射
9.Markov Chain Based on Square Matrix of Factorial Power基于方阵乘幂的马尔可夫链问题研究
10.The Rings which Idempotents Lift Strongly Module J(R)一类幂等元模J(R)可强提升的环
11.THE NECESSARY CONDITION OF REARRANGEMENTS OF THE COEFFICIENTS OF A POWER SERIES FOR THE INVARIANCE OF TYPE幂级数系数重排使型不变的必要条件
12.Diophantine inequality with mixed powers 2,3,a and b混合幂为2,3,a和b的丢番图不等式
13.We can solve it with the power-series method if we want.如果愿意的话，我们也可用幂级数法解题。
14.The Basis Numbers of the Line Graphs and the Invertibility of the LCM Power Matrices;线图的基数及最小公倍数幂矩阵的可逆性
15.Equivalent Conditions over a Non-negative Commutative Semiring;非负幂等交换半环上矩阵可逆的几个等价条件
16.Bayesian modified power prior approach for product reliability assessment with only safe-or-failure pattern成败型产品可靠性评估的Bayes修正幂验前方法
17.The Existence of Two Strictly Disjoint Pure Idempotent Latin Squares;两个严格不相交的纯幂等拉丁方存在性之研究
18.On the Monotony of Functions Generated by the Power-mean Inequality;关于一般幂平均不等式的构成函数的单调性
相关短句/例句
power matrices可幂矩阵
3)solvable evolution幂根可解
1.Basied on group and filed of algebra, by using the theory of Galoiss extension filed and isomorph, we deduced the necessary and sufficient conditions of equation of solvable evolution that the coefficients are in k, and galoiss group of equation is solvable group. 以代数学的群、体为基础,采用同构的方法,利用Galois扩大体的理论,推导出基础体k的元作为系数的既约方程式f(X)=0幂根可解出的充分必要条件,即f(X)=0的关于k的Galois群是可解群。
4)idempotent-split幂等可裂
5)power inequality幂不等式
6)power invariance幂不变性
1.Luce provided a simpler derivation based on reduction invariance, Al-Nowaihi and Dhami introduced power invariance.Luce提出了一种相对于复合不变性而言更简单的,基于还原不变性的推导,而Al-Nowaihi和Dhami在此基础上提出了幂不变性。
延伸阅读
彻幂1.见"彻幂"。
