If Two Groups are both NONAbelian And Have same No. Of elements of each order .Are they isomorphic
29051
If I know the order of every element in a group, do I know the group?
126790
Basic Isomorphism Question
61546
Prove that for each prime $p$ there exists a nonabelian group of order $p^3$
156247
Question about permutations and cycles (Groups and Symmetries)
128692
Example of an infinite group where every element except identity has order 2
46260
Prove that a group generated by two elements of order $2$, $x$ and $y$, is isomorphic to $D_{2n}$, where $n = |xy|.$
135241
Show that $\mathbb{Z}/n^2\mathbb{Z}$ is not isomorphic to other group
56607
gcd and order of elements of group
86025
Nonabelian semidirect products of order $pq$?
122959
How is number of conjugacy class related to the order of a group?
15341
Non-abelian finite group in which more than half of the elements have order $2$
83710
Order of a homomorphism of groups
61513
Prove that all cyclic groups of the same order are isomorphic
105139
Verification of Proof that a nonabelian group G of order pq where p and q are primes has a trivial center
67554
In a group, the number of non-self-inverse elements is even
157040
For groups $A,B,C$, if $A\times B$ and $A\times C$ are isomorphic do we have $B$ isomorphic to $C$?
59811
Finite Abelian groups with the same number of elements for all orders are isomorphic