. Breuils-s, V. Nozick, and . Fuchs-l, A geometric algebra implementation using binary tree, Advances in Applied Clifford Algebras, vol.27, pp.2133-2151, 2017.

. Breuils-s, V. Nozick, . Sugimoto-a, and . Hitzer-e, Quadric conformal geometric algebra of R 9, Advances in Applied Clifford Algebras, vol.6, issue.2, p.35, 2018.

. Dorst-l, D. Fontijne, and . Mann-s, Geometric Algebra for Computer Science, An Object-Oriented Approach to Geometry, 2007.

J. Du, . Goldman-r, and . Mann-s, Modeling 3D Geometry in the Clifford Algebra R 4,4 . Advances in Applied Clifford Algebras, vol.27, pp.3039-3062, 2017.

C. Doran, . Lasenby-a, and J. Lasenby, Geometric algebra for physicists, 2003.

R. Easter, . Benjamin-and, . Hitzer, and . Eckhard, Double conformal geometric algebra, Advances in Applied Clifford Algebras, vol.27, pp.2175-2199, 2017.

H. D. Cohn-vossen-s, The second-order surfaces. Geometry and the Imagination, pp.12-19, 1999.

. Kanatani-k, Understanding Geometric Algebra : Hamilton, Grassmann, and Clifford for Computer Vision and Graphics. A. K. Peters, Ltd, 2015.

. T. Parkin-s, A model for quadric surfaces using geometric algebra

C. Perwass, Geometric algebra with applications in engineering, 2009.

. Sommer-g, Geometric computing with Clifford algebras : theoretical foundations and applications in computer vision and robotics, 2013.

. Zamora-esquivel-j, geometric algebra ; description and implementation, Advances in Applied Clifford Algebras, vol.6, issue.2, pp.493-514, 2014.

. Zhu-s, . Yuan-s, . Li-d, W. Luo, and Y. Z. Yuan-l, Mvtree for hierarchical network representation based on geometric algebra subspace, Advances in Applied Clifford Algebras, vol.28, issue.2, p.39, 2018.