Rotasjonsundergruppen
Rotasjonsundergruppen, also known as the rotation subgroup, is a concept in group theory, a branch of mathematics that studies the properties of symmetry. It refers to the set of all rotations that map a given object onto itself. In other words, it is the subgroup of the group of symmetries of an object that consists only of rotations.
The rotation subgroup is particularly important in the study of symmetry in two and three-dimensional space.
The order of the rotation subgroup is equal to the number of distinct rotations that map the
The rotation subgroup is a normal subgroup of the full group of symmetries of an object. This
In summary, the rotation subgroup is a fundamental concept in group theory that plays a crucial role