quaternion: Quaternions using Clifford algebras
In clifford: Arbitrary Dimensional Clifford Algebras
Description
Details
Note
Author(s)
See Also
Description
Converting quaternions to and from Clifford objects is not part of the
package but functionality and a short discussion is included in
inst/quaternion_clifford.Rmd.
Details
\loadmathjax
Given a quaternion \mjeqna+bi+cj+dka+bi+cj+dk, one may identify
\mjeqnii with \mjeqn-e_12-e_12, \mjeqnjj with
\mjeqn-e_13-e_13, and \mjeqnkk with \mjeqn-e_23-e_23
(the constant term is of course \mjeqne_0e_0).
Note
A different mapping, from the quaternions to \mjseqnCl(0,2) is
given at signature.Rd.
Author(s)
Robin K. S. Hankin
See Also
clifford documentation built on Nov. 19, 2021, 1:06 a.m.
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Description Details Note Author(s) See Also
Description
Converting quaternions to and from Clifford objects is not part of the
package but functionality and a short discussion is included in
inst/quaternion_clifford.Rmd.
Details
\loadmathjaxGiven a quaternion \mjeqna+bi+cj+dka+bi+cj+dk, one may identify \mjeqnii with \mjeqn-e_12-e_12, \mjeqnjj with \mjeqn-e_13-e_13, and \mjeqnkk with \mjeqn-e_23-e_23 (the constant term is of course \mjeqne_0e_0).
Note
A different mapping, from the quaternions to \mjseqnCl(0,2) is
given at signature.Rd.
Author(s)
Robin K. S. Hankin
See Also
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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