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

| 🗖 nosplit | ↑ parent "Unitary group" | words: 49 | descendant words: 91 | descendants: 3

🗖 nosplit | ⇓ toc | ↑ parent "Unitary group" | Wikipedia | words: 49 | descendant words: 91 | descendants: 3

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 | 49, 91, 3
- 1. Special unitary of degree 2 ( $S U (2)$ ) | 34, 42, 2 | 🔗 link | 🗖 nosplit | ↑ parent "Special unitary group"
  - 1.1. Representations of $S U (2)$ | 0, 8, 1 | 🔗 link | 🗖 nosplit | ↑ parent "Special unitary of degree 2"
    - 1.1.1. 2D representation of $S U (2)$ | 8 | 🔗 link | 🗖 nosplit | ↑ parent "Representations of $S U (2)$ "

Ancestors

Unitary group | 82, 197, 7
Orthogonal group | 386, 647, 10
Important Lie groups | 0, 3k, 45
Lie group | 278, 5k, 72
Differential geometry | 12, 5k, 73
Geometry | 0, 7k, 118
Mathematics | 17, 28k, 633
Ciro Santilli's Homepage | 262, 218k, 4k