1) Frobenius integrability
Frobenius可积性
2) frobenius integrabilty theorem
Frobenius可积性定理
3) Perron-Frobenius property
Perron-Frobenius性质
4) Frobenius property
Frobenius性质
1.
We show that if H is of type l:1+m:p+1:q with p~2<q,or of type 1:1+1:m+1:n in the sense of Larson and Radford,then H has the Frobenius property, that is,Kaplansky conjecture is true for these Hopf algebras.
设k是特征为0的代数闭域,H为其上的余半单Hopf代数,本文证明了当H有型:l:1+m:p+1:q(其中p~2
5) integrability
[,intiɡrə'biliti]
可积性
1.
Study on hinghest singular point of origin and integrability for class of special cubic system;
一类特殊三次系统原点的奇点量及可积性条件
2.
The integrability of e~(λ|F|~2) for random function F;
随机函数F的e~(λ|F|~2)的可积性
3.
The structure of a class of solvable subgroups of SL(3,C) and integrability of Fuchsian equations;
SL(3,C)中一类子群的可解群的结构与Fuchs方程的可积性
6) Liouville integrability
Liouville可积性
1.
This paper has listed some discrete integrable systems by the discrete zero curvature representation, and, some research such as the Liouville integrability, infinitely many conservation laws and integrable couplings have been investigated.
本文利用离散的零曲率表示的方法构造了几个新的离散的可积系统,并对离散的可积系统的Liouville可积性、无穷多守恒律、可积耦合系统作了研究。
补充资料：积因
1.谓累积构成事物的条件。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条