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| Notes on Finite Supersolvable Groups |
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Citation： |
Li Jiongsheng.Notes on Finite Supersolvable Groups[J].Chinese Annals of Mathematics B,1982,3(2):217~222 |
| Page view： 780
Net amount： 733 |
Authors： |
Li Jiongsheng; |
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| Abstract： |
Let's recall the definition of supersolvable groups. A group G is called supersolyable if it has a finite normal series
$G=G_0 \supseteq G_1 \subseteq \cdots G_m=1$,
such that in whioh each factor G_i/G_i+i (i=0, 1,\cdots,m—1) are all cyclic. In this paper, we will discuss two properties for finite supersolvable groups. |
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