Category:Examples of Cayley Tables
Jump to navigation
Jump to search
This category contains examples of Cayley Table.
A Cayley table is a technique for describing an algebraic structure (usually a finite group) by putting all the products in a square array:
- $\begin {array} {c|cccc} \circ & a & b & c & d \\ \hline a & a & a & b & a \\ b & b & c & a & d \\ c & d & e & f & a \\ d & c & d & a & b \\ \end {array}$
Pages in category "Examples of Cayley Tables"
The following 55 pages are in this category, out of 55 total.
A
C
D
- Dihedral Group D3/Cayley Table
- Dihedral Group D4/Cayley Table
- Dihedral Group D4/Cayley Table/Coset Decomposition of (e, a, a^2, a^3)
- Dihedral Group D4/Cayley Table/Coset Decomposition of (e, a^2)
- Dihedral Group D4/Matrix Representation/Formulation 1/Cayley Table
- Dihedral Group D4/Matrix Representation/Formulation 2/Cayley Table
- Dipper Operation/Examples/(m, n) = (3, 4)/Cayley Table
G
I
M
- Modulo Addition/Cayley Table
- Modulo Addition/Cayley Table/Modulo 3
- Modulo Addition/Cayley Table/Modulo 4
- Modulo Addition/Cayley Table/Modulo 5
- Modulo Addition/Cayley Table/Modulo 6
- Modulo Multiplication/Cayley Table
- Modulo Multiplication/Cayley Table/Modulo 3
- Modulo Multiplication/Cayley Table/Modulo 4
- Modulo Multiplication/Cayley Table/Modulo 5
- Modulo Multiplication/Cayley Table/Modulo 6
- Multiplicative Group of Reduced Residues Modulo 5/Cayley Table
- Multiplicative Group of Reduced Residues Modulo 7/Cayley Table
- Multiplicative Group of Reduced Residues Modulo 8/Cayley Table
Q
S
- Smallest Field/Cayley Tables
- Symmetric Group on 3 Letters/Cayley Table
- Symmetric Group on 4 Letters/Cayley Table
- Symmetry Group of Equilateral Triangle/Cayley Table
- Symmetry Group of Isosceles Triangle/Cayley Table
- Symmetry Group of Line Segment/Cayley Table
- Symmetry Group of Parallelogram/Cayley Table
- Symmetry Group of Rectangle/Cayley Table
- Symmetry Group of Regular Pentagon/Cayley Table
- Symmetry Group of Rhombus/Cayley Table
- Symmetry Group of Square/Cayley Table