Octonions and Quaternions

Quaternions and Octonions are four- and eight- dimensional extensions of the complex numbers. They are normed division algebras over the real numbers and find applications in spatial rotations (quaternions) and string theory and relativity (octonions). The quaternions are noncommutative and the octonions nonassociative. See RKS Hankin 2006, Rnews Volume 6/2: 49-51, and the package vignette, for more details.


Reference manual

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1.2-7 by Robin K. S. Hankin, 3 years ago

Browse source code at https://github.com/cran/onion

Authors: Robin K. S. Hankin

Documentation:   PDF Manual  

Task views: Graphic Displays & Dynamic Graphics & Graphic Devices & Visualization, Numerical Mathematics

GPL license

Suggested by TrackReconstruction, clifford, rotations.

See at CRAN