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On the Number of Conjugacy Classes in Semi-Products of Certain Finite Groups
被引：0
|作者：
石生明
樊恽
李慧陵
机构：
[1] University of Science and Technology
[2] Beijing
[3] Hubei University
[4] Zhejiang University
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On the Number of Conjugacy Classes in Semi-Products of Certain Finite Groups;
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摘要：
Let V be a vector space of n-dimension over the field GF（p） of p elements,where p is a prime. V is also an elementary abelian p-group.Let G be a p’-group oflinear transformations on V.Theorem 1 Let πv（a1,a2） be the number of the common fixed points of a1and a2 on V, a1, a2 ∈G. Let k（GV） be the number of conjugacy classes in thesemi-product GV （We also denote it by GV） of G and V. Then
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页码：365 / 365
页数：1
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