Reflection symmetry (2D)

Reflection symmetry (2D)
Rank	2
Space	Spherical
Order	2

Two-dimensional reflection symmetry, also known as dyadic symmetry and notated as A₁×I, is a 2D spherical symmetry group. It is the symmetry group of the isosceles triangle and corresponds to mirror symmetry. It has only one reflectional element. Every regular polygonal symmetry has this as a subsymmetry, and it is the symmetry of any bilaterally-symmetric polygon.

Subgroups

• Identity symmetry (maximal)