共形几何代数理论的入门教程

几何代数的最新发展，共形几何的理论框架、共形几何的应用及其推广，共6篇理论文章供大家学习参考。-The latest developments in algebraic geometry, the theoretical fr a mework of conformal geometry, geometric applications and promotion, a total of six theoretical articles

几何代数在计算机图形学中的应用，从初等代数、向量代数、四元数代数引申到共形几何代数。-Geometric algebra in computer graphics applications, from elementary algebra, vector algebra, quaternion algebra extended to the conformal geometric algebra.

几何代数（clifford algebra）统一了欧氏几何,仿射几何、投影几何、球形几何,双曲几何和共形几何。-Geometric algebra (clifford algebra) unified Euclidean geometry, affine geometry, projective geometry, spherical geometry, hyperbolic geometry and conformal geometr