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yakov
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  • Member for 6 years, 1 month
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3 votes

Is there a nice explanation for this curious fact about cyclic subgroups?

2 votes

p-groups with special property on its centralizers

1 vote

maximal subgroups of finite nilpotent groups

1 vote

On the Groups of Order $(p^2+1)/2$

1 vote

Cyclic subgroups of finite abelian groups

0 votes

Counting cyclic subgroups of order $p^{2}$: $p$ an odd prime vs. $p=2$

0 votes

solvable groups

0 votes

p-groups as finite union of disjoint normal abelian subgroups

0 votes

Intersection of all normalizers

0 votes

Finite groups with lots of conjugacy classes, but only small abelian normal subgroups?

0 votes

Maximal subgroups of a finite p-group

0 votes

Automorphism Group of a p-group : Looking for a Reference

0 votes

p-group with abelian centralizer

-1 votes

Does the hyperoctahedral group have only 3 maximal normal subgroups?

-1 votes

Simple groups and irreducible characters of degree 3

-1 votes

Center of p-groups

-1 votes

p-groups and 2-generated abelian images

-1 votes

Maximum value of the number of conjugacy classes of nonabelian p-groups with an abelian subgroup of index p

-2 votes

classification of $p$-groups

-4 votes

p-group with large center