Conjugate Element
Given a Group with elements 
and 
, there must be an element 
which is a Similarity Transformationof 
so and are conjugate with respect to . Conjugate elements have the following properties:
- 1. Every element is conjugate with itself.
- 2. If is conjugate with with respect to , then is conjugate to with respect to .
- 3. If is conjugate with and
, then and are conjugate with each other.
- Augmented Dodecahedron
- Augmented Hexagonal Prism
- Augmented Pentagonal Prism
- Augmented Polyhedron
- Augmented Sphenocorona
- Augmented Triangular Prism
- Augmented Tridiminished Icosahedron
- Augmented Truncated Cube
- Augmented Truncated Dodecahedron
- Augmented Truncated Tetrahedron
- Aureum Theorema
- Aurifeuillean Factorization
- Ausdehnungslehre
- Authalic Latitude
- Autocorrelation
- Automorphic Function
- Automorphic Number
- Automorphism
- Automorphism Group
- Autonomous
- Autoregressive Model
- Auxiliary Circle
- Auxiliary Latitude
- Auxiliary Triangle
- Average