Back to the exploded axon, once the groups are established, exploding the geometry for the illustration takes no time at all.
返回到轴线的结构分解图，一旦群体被建立，分解不同构件的渲染图是不用花费多少时间的。
To study the structure of isotropy subgroups is an important problem in geometry of classical groups over finite fields.
研究迷向子群的结构是有限域上典型群几何中的一个重要问题。
Topics covered range from computational complexity, algebraic geometry, dynamics, through to number theory and quantum groups.
直达数论和量组，题目由于计算的复杂性，代数学的几何学，力学包括范围。
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