TY  - BOOK
AU  - Dorst,Leo
AU  - Fontijne,Daniel
AU  - Mann,Stephen
TI  - Geometric Algebra for Computer Science: An Object-oriented Approach to Geometry 
T2  - Morgan Kaufmann series in computer graphics
SN  - 0123694655
AV  - QA564 .D67 2007
U1  - 006.60151257 22
PY  - 2007///
CY  - Amsterdam, San Francisco
PB  - Elsevier, Morgan Kaufmann
KW  - Geometry, Algebraic
KW  - Computer science
KW  - Mathematics
KW  - Object-oriented methods (Computer science)
KW  - Géométrie algébrique
KW  - Informatique
KW  - Mathématiques
KW  - Approche orientée objet (Informatique)
KW  - Geometrische algebra
KW  - gtt
KW  - Clifford-Algebra
KW  - swd
KW  - Computergraphik
KW  - Geometrische Algebra
KW  - Information
KW  - Objektorientierte Programmierung
KW  - Einführung
N1  - Includes bibliographical references (p. 609-612) and index; Why geometric algebra? -- Spanning oriented subspaces -- Metric products of subspaces -- Linear transformations of subspaces -- Intersection and union of subspaces -- The fundamental product of geometric algebra -- Orthogonal transformations as versors -- Geometric differentiation -- Modeling geometries -- The vector space model : the algebra of directions -- The homogeneous model -- Applications of the homogeneous model -- The conformal model : operational Euclidean geometry -- New primitives for Euclidean geometry -- Constructions in Euclidean geometry -- Conformal operations -- Operational models for geometries -- Implementation issues -- Basis blades and operations -- The linear products and operations -- Fundamental algorithms for nonlinear products -- Specializing the structure for efficiency -- Using the geometry in a ray-tracing application -- Metrics and null vectors -- Contractions and other inner products -- Subspace products retrieved -- Common equations
UR  - http://www.loc.gov/catdir/enhancements/fy1011/2010481601-d.html
ER  -