Eric Lengyel: Created page with "An ''antivector'' in a geometric algebra is an element composed entirely of components having antigrade 1. In an ''n''-dimensional geometric algebra, these are the elements having grade $$n - 1$$. == See Also == * Vector * Bivector * Trivector"

2023-07-15T06:42:32Z

Created page with "An ''antivector'' in a geometric algebra is an element composed entirely of components having antigrade 1. In an ''n''-dimensional geometric algebra, these are the elements having grade $$n - 1$$. == See Also == * Vector * Bivector * Trivector"

New page

An ''antivector'' in a geometric algebra is an element composed entirely of components having [[antigrade]] 1. In an ''n''-dimensional geometric algebra, these are the elements having grade $$n - 1$$.

== See Also ==

* [[Vector]]
* [[Bivector]]
* [[Trivector]]

Antivector - Revision history

Eric Lengyel: Created page with "An ''antivector'' in a geometric algebra is an element composed entirely of components having antigrade 1. In an ''n''-dimensional geometric algebra, these are the elements having grade $$n - 1$$. == See Also == * Vector * Bivector * Trivector"