Linked from

The 14 pages that link to Symmetry group, each with the reason it gives.

• Group theoryBroader topic: Symmetry groups are the central source of concrete examples in group theory.

• GroupBroader topic: The symmetries of an object form a group under composition.

• SymmetryBroader topic: It collects every allowed symmetry transformation into one mathematical object.

• Islamic geometric patternsRelated: Symmetry groups classify the rotations, reflections, and translations that leave a repeating design unchanged.

• IsomorphismRelated: Automorphisms turn an object's structure-preserving self-maps into a group.

• Orbit-stabilizer theoremRelated: Stabilizers identify the symmetries that preserve an individual object or point.

• George PólyaRelated: Pólya’s enumeration methods use symmetry groups to identify arrangements that count as equivalent.

• John Horton ConwayRelated: Conway studied groups through the symmetries of mathematical objects.

• Rigid motionRelated: Rigid motions that map a figure onto itself form its symmetry group.

• Symmetry in physicsBroader topic: It captures which transformations count as symmetries and how they combine.

• Rotation (geometry)Narrower topic: Rotations that preserve a figure's shape form part of its symmetry group.

• Rotation groupRelated: A rotation group is the symmetry group restricted to rotations.

• H. S. M. CoxeterRelated: The symmetries of polytopes and tessellations organize much of Coxeter’s geometry.

• Solid geometryRelated: A solid's symmetries capture its invariant spatial arrangements.