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Figure 1
The Dynkin diagram A4. Every node represents a basis vector and their geometry is encoded via the lines. If two vertices are connected, their scalar product is −1. Otherwise, they are orthogonal. |
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Figure 1
The Dynkin diagram A4. Every node represents a basis vector and their geometry is encoded via the lines. If two vertices are connected, their scalar product is −1. Otherwise, they are orthogonal. |