New algebraic tools for classical geometry
Geometric computing with Clifford algebras
Generalized homogeneous coordinates for computational geometry
Geometric computing with Clifford algebras
Spherical conformal geometry with geometric algebra
Geometric computing with Clifford algebras
A universal model for conformal geometries of Euclidean, spherical and double-hyperbolic spaces
Geometric computing with Clifford algebras
Applications of conformal geometric algebra in computer vision and graphics
IWMM'04/GIAE'04 Proceedings of the 6th international conference on Computer Algebra and Geometric Algebra with Applications
Applications of conformal geometric algebra in computer vision and graphics
IWMM'04/GIAE'04 Proceedings of the 6th international conference on Computer Algebra and Geometric Algebra with Applications
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We discuss a new covariant approach to geometry, called conformal geometric algebra, concentrating particularly on applications to projective geometry and new hybrid geometries. In addition, a new method of working, which can achieve similar results, but using only one extra dimension instead of two, is also discussed.