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Invariant Algebras And Geometric Reasoning 2008 - (Malestrom)

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Invariant Algebras And Geometric Reasoning

World Scientific Publishing Company | 2008-03-04 | ISBN: 9812708081 | 532 pages | PDF 





The demand for more reliable geometric computing in robotics, computer vision and graphics has revitalized many
venerable algebraic subjects in mathematics among them, Grassmann Cayley algebra and Geometric Algebra. Nowadays, they
are used as powerful languages for projective, Euclidean and other classical geometries.

This book contains the author and his collaborators' most recent, original development of Grassmann Cayley algebra and
Geometric Algebra and their applications in automated reasoning of classical geometries. It includes two of the three
advanced invariant algebras Cayley bracket algebra, conformal geometric algebra, and null bracket algebra for highly
efficient geometric computing. They form the theory of advanced invariants, and capture the intrinsic beauty of
geometric languages and geometric computing. Apart from their applications in discrete and computational geometry, the
new languages are currently being used in computer vision, graphics and robotics by many researchers worldwide.



Contents:



1.Projective Space, Bracket Algebra and Grassmann Cayley Algebra

2.Projective Incidence Geometry with Cayley Bracket Algebra

3.Projective Conic Geometry with Bracket Algebra and Quadratic Grassmann Cayley 4.Algebra

5.Inner-product Bracket Algebra and Clifford Algebra

6.Geometric Algebra

7.Euclidean Geometry and Conformal Grassmann Cayley Algebra

8.Conformal Clifford Algebra and Classical Geometries.

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