![Root diagram of SU (2, 1) with identification of the symmetry generators. | Download Scientific Diagram Root diagram of SU (2, 1) with identification of the symmetry generators. | Download Scientific Diagram](https://www.researchgate.net/publication/23757946/figure/fig1/AS:394417568534534@1471047884722/Root-diagram-of-SU-2-1-with-identification-of-the-symmetry-generators.png)
Root diagram of SU (2, 1) with identification of the symmetry generators. | Download Scientific Diagram
![8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download 8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download](https://slideplayer.com/4993473/16/images/slide_1.jpg)
8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download
![8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download 8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download](https://images.slideplayer.com/16/4993473/slides/slide_17.jpg)
8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download
![operatorname{SU}(2)$ representations of the fundamental group of a genus 2 oriented 2-manifold - YouTube operatorname{SU}(2)$ representations of the fundamental group of a genus 2 oriented 2-manifold - YouTube](https://i.ytimg.com/vi/-pvFCROBHjo/maxresdefault.jpg)
operatorname{SU}(2)$ representations of the fundamental group of a genus 2 oriented 2-manifold - YouTube
GitHub - TSGut/Matrix-Generators-for-SU2-and-SU3: Computes the generators for a given representation of SU2 and SU3.
![8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download 8. The Group SU(2) and more about SO(3) SU(2) = Group of 2 2 unitary matrices with unit determinant. Simplest non-Abelian Lie group. Locally equivalent. - ppt download](https://images.slideplayer.com/16/4993473/slides/slide_3.jpg)