How can I verify that the Pauli group is a group? And is it abelian?
48733
Definition of the Pauli group and the Clifford group
29717
Not sure how to go about this group theory proof
83938
If$(ab)^n=a^nb^n$ & $(|G|, n(n-1))=1$ then $G$ is abelian
94090
How to show that for any abelian group $G$, $\text{Hom}(\mathbb{Z},G)$ is isomorphic to $G$
102146
If a group mod its commutator subgroup is cyclic, then the group is abelian?
150585
Group with $a=a^{-1}$ for all $a\in G$ is abelian
57809
For which $n$, $G$ is abelian?
17510
Proving a set is an abelian group.
60208
Proof of property of abelian group
3838
If a group satisfies $x^3=1$ for all $x$, is it necessarily abelian?
145000
Fundamental group of GL(n,C) is isomorphic to Z. How to learn to prove facts like this?
64419
How to construct a homomorphism from an abelian group to $\mathbb{Q}/\mathbb{Z}$?
31380
Exponent and abelian groups
152630
showing that a group of order 45 is abelian
116707
Prove or disprove: $(\mathbb{Z}^*, \cdot)$ and/or $(\mathbb{Z}^*, \div)$ is a group.
59128
If $|\lbrace g \in G: \pi (g)=g^{-1} \rbrace|>\frac{3|G|}{4}$, then $G$ is an abelian group.
130993
4 Element abelian subgroup of S5.