symmetrigrupper
Symmetrigruppen are a mathematical concept in group theory that describes a specific type of permutation group. In essence, a symmetrigruppe is a group of permutations that leaves a certain object invariant when acting on it.
The term symmetrigruppe was first introduced by the German mathematician Issai Schur in the early 20th century.
To be specific, a symmetrigruppe on an object is a group of permutations of that object such
The concept of symmetrigruppen has connections to other areas of mathematics, such as Galois theory and the