Group of order 40 with 5 subgroups of order 8
133298
Assume $|G|=40$. Show that the subgroup of order $8$ is normal and unique.
80381
Groups with "few" subgroups
129830
A group with no proper non-trivial subgroups
148904
Groups of order $p^3$
151193
Simple subgroup of Symmetric Group
102429
There are 2 groups of order 6 (up to isomorphism)
62277
Cayley tables for two non-isomorphic groups of order 4.
103829
Find the subgroups of A4
15341
Non-abelian finite group in which more than half of the elements have order $2$
112165
Classification of groups of order 12
88262
How to enumerate subgroups of each order of $S_4$ by hand
54082
Group with exactly two subgroups of index 2
64582
Group covered by finitely many cosets
149030
Nonisomorphic groups of order 12.
81892
Find four groups of order 20 not isomorphic to each other.
92750
Groups where all elements are order 3
51352
Subgroups of a finite abelian group