 | 1 | initial version |
Coxeter groups can be invoked using the comment W = CoxeterGroup(['A',3],implementation='reflection'). Now, W has three simple reflections S_1, S_2 and S_3. and I am interested in studying the automorphism S_1 -----> S_3, S_2 -----> S_2 and S_3 -----> S_1. Can any one please tell me, how to implement this automorphism of W in sage?
Thank you.
| | 2 | None |  |
Coxeter groups can be invoked using the comment W = CoxeterGroup(['A',3],implementation='reflection'). Now, W has three simple reflections S_1, S_2 and S_3. and I am interested in studying the automorphism S_1 -----> S_3, S_2 -----> S_2 and S_3 -----> S_1. Can any one please tell me, how to implement this automorphism of W in sage?
Thank you.
| | 3 | None | |
Coxeter groups can be invoked using the comment
W = CoxeterGroup(['A',3],implementation='reflection'). CoxeterGroup(['A',3],implementation='reflection')Now, W has three simple reflections S_1, S_2 and S_3. and I am interested in studying the automorphism S_1 -----> S_3, S_2 -----> S_2 and S_3 -----> S_1. Can any one please tell me, how to implement this automorphism of W in sage?
Thank you.
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