Geometric algebra for conics
The authors define the Geometric Algebra for Conics (GAC) as a special Clifford algebra, together with a special embedding of two-dimensional Euclidean space. This is followed by the inner product representations of all the geometric entities available in GAC; these correspond to all possible conic sections and their intersections. Outer product representations as well as the duality between the inner and outer product representations, as well as GAC transformations, Maple implementation of GAC and examples, are also dealt with.
scientific article; zbMATH DE number 6928500
scientific article