What use is group theory to understand and solve Rubik’s cubes?
33380
Can RUBIK's cube be solved using group theory?
92193
Problem from Herstein on group theory
41977
If $G$ is a group, show that $x^2ax=a^{-1}$ has a solution if and only if $a$ is a cube in $G$
29003
Is the dihedral group $D_n$ nilpotent? solvable?
30793
Intuition behind normal subgroups
117000
Group presentation for discrete Heisenberg group
41688
An elementary problem in Group Theory: the unique noncyclic group of order 4
151050
Introductory Group Theory Book Recommendation
68422
Understanding Lagrange's Theorem (Group Theory)
8319
Comprehensive book on group theory for physicists?
102859
Proving that $G$ is a group if $a*x=b$ and $y*a=b$ have solutions.
31252
"Efficient version" of Cayley's Theorem in Group Theory
137931
Problem from "The Theory of Finite Groups" by Kurzweil and Stellmacher
125124
Random solving of a Rubik cube .
119304
Latin Square and Graph Theory
104349
Proof by induction involving symmetric groups
88726
Problem about solvable groups