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- maximal solvable subalgebra 极大可解子代数
- solvable subalgebra 可解子代数
- Hilbert's tenth problem is quantum solvable! 希尔伯特第十问题是量子可解的!
- The world's AIDS crisis is solvable. 世界艾滋病危机是可以解决的。
- Firstly, we prove three equivalent conditions for a solvable n-Lie algebra. Subsequently, mimicking the Borel subalgebra theory of Lie algebras, we give the definition of a Borel n-subalgebra of an n-Lie algebra, and prove two propositions about it. 第三节,证明了可解n-李代数的三个等价条件,并仿照李代数理论中的Borel子代数的定义,给出了Borel n-子代数的定义及相关性质。
- IS SUBALGEBRA GENERATED BY NILPOTENT ELEMENTS NILPOTENT_? 幂零元生成的子代数是幂零吗?
- The groups of the solvable equations are commutative. 可解方程的群都是交换群。
- Solvable or comprehensible only with painstaking effort. 难理解的只有经过刻苦的努力才能解决或理解的。
- Ink Pigment is not solvable in water, but is made by powdered ink. 墨水颜料是不溶于水中的,它是用粉末状的墨水制成的。
- We must do what we can to help the masses overcome every solvable problem. 一定要努力帮助群众解决一切能够解决的困难。
- If the maximal subgroups are weakly quasinormal inG, then G is solvable. 若群G有两个不共轭的可解极大子群均在G中弱拟正规,则G可解。
- There are numerous problems with guilt; thankfully all of then are solvable. 很多事情都与罪连在一起。幸亏它们都是可以解决的。
- Place a "+" next to any problem that seems solvable but is too time-consuming. 放一个"+"(加号)紧贴在在任何一个看似可以解答但又不费时间的问题的旁边。
- Here, EXPTIME is the class of problems solvable in exponential time. EXPTIME 指的是可在对数时间解答的问题类别。
- One line contains "YES" or "NO" indicating whether the problem is solvable. 一条行 " 是的 " 或者 " 不 " 包含指出问题是否是可以解的。
- Conclusion Every fuzzy subalgebra of a fuzzy P-semisimple BCI-alegbras is also a fuzzy P-semisimple BCI-algebras. 结论说明任一模糊P-半单BCI代数的模糊子代数,也是模糊P-半单BCI-代数。
- And you never know whether at a given moment in history a problem is solvable. 况且也没人知道在历史长河中的这一段时间,这个问题是不是可以解决。
- In this paper, we study the subalgebra structure of the general linear Lie algebras over commutative rings. 摘要本文研究了含幺可换环上一般线性李代数的子代数结构。
- Also we proved that any proper subalgebra of a standardKac-Moody algebra g(A) is standard, where A1 is any principle submatrix of A (see Theorem 2.6). 证明了典范Kac-Moody代数g(A)的任一真子代数g(A_1)也是典范的,此处A_1是A的任一主子阵(定理2.;6)。
- It is proved that the Frattini subalgebra of a complete Lie algebra with abelian nilpotent radical is the zero subalgebra. 证明了特征零代数闭域上的具有交换幂零根基的完备Lie代数的Fratini子代数为零。