homog

is.homog

is.homogenous

homogenous

A clifford object is <dfn>homogenous</dfn> if all its terms are the same
grade.

A suite of routines for Clifford algebras, using the
'Map' class of the Standard Template Library.  Canonical
reference: Hestenes (1987, ISBN 90-277-1673-0, "Clifford algebra
to geometric calculus").  Special cases including Lorentz transforms,
quaternion multiplication, and Grassmann algebra, are discussed.
Vignettes presenting conformal geometric algebra, quaternions and
split quaternions, dual numbers, and Lorentz transforms are
included.  The package follows 'disordR' discipline.

Robin K S Hankin

clifford

Arbitrary Dimensional Clifford Algebras

homog function

<dl>
<dt>C</dt>
<dd>Object of class clifford</dd>
</dl>

Arguments

Author

A clifford object is <dfn>homogenous</dfn> if all its terms are the same
grade.

homog: Homogenous Clifford objects

Description

Usage

Arguments

Author

Examples