advanced_tools:group_theory:su3
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advanced_tools:group_theory:su3 [2021/01/10 00:34] edi [Why is it interesting?] |
advanced_tools:group_theory:su3 [2023/04/17 03:20] (current) edi [Intuitive] |
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| - | The Lie group $SU(3)$ describes abstract "rotations" in a space with three complex dimensions. Each "rotation" is characterized by eight abstract "angles". | + | The Lie group $SU(3)$ describes abstract "rotations" in a space with three complex dimensions. A "rotation" is characterized by eight abstract "angles" or parameters. |
| <tabbox Concrete> | <tabbox Concrete> | ||
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| [{{ :advanced_tools:group_theory:representation_theory:su3_adjoint.jpg?nolink }}] | [{{ :advanced_tools:group_theory:representation_theory:su3_adjoint.jpg?nolink }}] | ||
| - | For more groups and their representations see [[https://esackinger.wordpress.com/|Fun with Symmetry]]. | + | For more groups and their representations see [[https://esackinger.wordpress.com/blog/lie-groups-and-their-representations/|Fun with Symmetry]]. |
| <tabbox Abstract> | <tabbox Abstract> | ||
advanced_tools/group_theory/su3.1610235245.txt.gz ยท Last modified: 2021/01/10 00:34 by edi
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