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Geometric algebra: a computational framework for geometrical applications. 2
2002
IEEE Computer Graphics and Applications
Geometric algebra is a consistent computational framework in which to define geometric primitives and their relationships. This algebraic approach contains all geometric operators and permits specification of constructions in a totally coordinate-free manner. Since it contains primitives of any dimensionality (rather than just vectors) it has no special cases: all intersections of primitives are computed with one general incidence operator. This paper gives an introduction to the elements of
doi:10.1109/mcg.2002.1016699
fatcat:obvxbqbicjhjjfkcidkvn2bhie