Special unitary group ( $S U (n)$ )

The complex analogue of the special orthogonal group, i.e. the subgroup of the unitary group with determinant equals exactly 1 instead of an arbitrary complex number with absolute value equal 1 as is the case for the unitary group.

Table of contents 44 4
- Special unitary of degree 2 Special unitary group 9 3
  - Representations of $S U (2)$ Special unitary of degree 2 4 2
    - Lie algebra of $S U (2)$ Representations of $S U (2)$ 3
    - 2D representation of $S U (2)$ Representations of $S U (2)$ 1

 Ancestors (9)

Unitary group
Orthogonal group
Important Lie group
Lie group
Differential geometry
Geometry
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$S U (n)$

Special unitary group (SU(n))

 Ancestors (9)

 Synonyms (1)

Special unitary group ( $S U (n)$ )