Grassmann algebra is an algebra for Geometry

The simple algebraic entities of Grassmann algebra may be
interpreted as points, lines, planes, vectors, bivectors and
trivectors, and their multidimensional variants. This
interpretation imbues the product operations of the algebra
with a concomitant geometric significance.
On this page we display a series of graphics from Volume 1, using the
entities and operations as direct inputs to the drawing routines.

Constructing conics in space

© John Browne 2012.

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