# Geometric property

Revision as of 06:51, 18 April 2021 by Eric Lengyel (talk | contribs) (Created page with "An element of a projective geometric algebra possesses the ''geometric property'' if and only if its bulk norm is a pure scalar and its weight norm is a pure ant...")

An element of a projective geometric algebra possesses the *geometric property* if and only if its bulk norm is a pure scalar and its weight norm is a pure antiscalar. The set of all objects possessing the geometric property is closed under both the geometric product and geometric antiproduct.