Open Access
Subscription Access
Open Access
Subscription Access
An Explicit Formula for Cayley-Lipschitz Transformations
Subscribe/Renew Journal
An explicit formula is proved for Cayley-Lipschitz transformations, which reinforces the relation known earlier between these transformations and big cells of orthogonal and Clifford groups. In the course of proof, certain quasi-inverses are calculated generically for Jordan pairs of alternating two-tensors.
Keywords
Cayley–Lipschitz Transformations, Orthogonal and Clifford Groups Over Rings, Quasi-Inverses.
Subscription
Login to verify subscription
User
Font Size
Information
Abstract Views: 287
PDF Views: 0