Geometric Algebra for Computer Science

List of Tables

2.1	Geometrical properties of a subspace
2.2	Pascal’s triangle of the number of basis k-blades in n-dimensional space
2.3	Notational conventions for blades and multivectors for Part I of this book
2.4	C++ Operator bindings
5.1	The order of the arguments for a meet may affect the sign of the result
7.1	Reflection of an oriented subspace X in a subspace A
8.1	Directional differentiation and vector derivatives
8.2	Elementary results of multivector differentiation
10.1	The point group 2H4
11.1	The geometric algebra of the homogeneous model of 3-D Euclidean space
11.2	The number of blades representing subspaces and directions
11.3	Nonzero blades in the homogeneous model of Euclidean geometry
11.4	Specialized multivector types in the h3ga
12.1