defines an embedding of the orientation space into an Eucledian space
Syntax
e = embedding(ori)
e = embedding(u,cs,l)Input
| ori | orientation |
| u | cell list of tensors describing the embedding |
| cs | crystalSymmetry |
| l | original vectors, i.e., u = ori * l |
Output
| e | embedding |
References
- R .Hielscher, L. Lippert, Isometric Embeddings of Quotients of the Rotation Group Modulo Finite Symmetries, arXiv:2007.09664, 2020.