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Table 36 Weyl group \(D_{4}\), conjugacy class 11, order 4

From: Extending Snow’s algorithm for computations in the finite Weyl groups

\(N^{o}\) in CCL

Element

Level

\(N^{o}\) in Level

1

\(s_{3}s_{2}s_{4}s_{3}s_{2}s_{1}\)

6

1

2

\(s_{4}s_{2}s_{4}s_{3}s_{2}s_{1}\)

6

2

3

\(s_{4}s_{3}s_{2}s_{3}s_{1}s_{2}\)

6

5

4

\(s_{4}s_{3}s_{2}s_{4}s_{1}s_{2}\)

6

8

5

\(s_{3}s_{1}s_{2}s_{4}s_{3}s_{2}\)

6

10

6

\(s_{4}s_{1}s_{2}s_{4}s_{3}s_{2}\)

6

11

7

\(s_{4}s_{2}s_{3}s_{1}s_{2}s_{3}\)

6

15

8

\(s_{4}s_{2}s_{4}s_{1}s_{2}s_{3}\)

6

18

9

\(s_{2}s_{3}s_{1}s_{2}s_{4}s_{3}\)

6

21

10

\(s_{2}s_{4}s_{1}s_{2}s_{4}s_{3}\)

6

23

11

\(s_{3}s_{2}s_{3}s_{1}s_{2}s_{4}\)

6

25

12

\(s_{3}s_{2}s_{4}s_{1}s_{2}s_{4}\)

6

28