Springer, 2011, 470 p. This highly practical Guide to Geometric Algebra in Practice reviews algebraic techniques for geometrical problems in computer science and engineering, and the relationships between them. The topics covered range from powerful new theoretical developments, to successful applications, and the development of new software and hardware tools.
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Taylor & Francis, 1985. - 219 pages.
In creating mathematical models of real processes, scientists, engineers and students frequently encounter differential equations whose exact solutions are necessarily complicated and are normally solvable only by computer or through complex formal mathematics. This practical book demonstrates how approximate methods may be used to minimise...
Springer, 2014. — 440 p. Geometric Trilogy 1. An Axiomatic Approach to Geometry Geometric Trilogy 2. An Algebraic Approach to Geometry Geometric Trilogy 3. An Axiomatic Approach to Geometry The reader is invited to immerse himself in a love story which has been unfolding for 35 centuries: the love story between mathematicians and geometry. In addition to accompanying the reader up...
Springer, 2014. — 462 p. Geometric Trilogy 1. An Axiomatic Approach to Geometry Geometric Trilogy 2. An Algebraic Approach to Geometry Geometric Trilogy 3. An Axiomatic Approach to Geometry The reader is invited to immerse himself in a love story which has been unfolding for 35 centuries: the love story between mathematicians and geometry. In addition to accompanying the reader up...
Taylor & Francis, 2006. — 186 p. —ISBN: 1584887729
Bringing geometric algebra to the mainstream of physics pedagogy, Geometric Algebra and Applications to Physics not only presents geometric algebra as a discipline within mathematical physics, but the book also shows how geometric algebra can be applied to numerous fundamental problems in physics, especially in experimental...
Cambridge University Press, 2003. - 592 pages.
As leading experts in geometric algebra, Chris Doran and Anthony Lasenby have led many new developments in the field over the last ten years. This book provides an introduction to the subject, covering applications such as black hole physics and quantum computing. Suitable as a textbook for graduate courses on the physical...
Morgan Kaufmann, 2007. — 622 p. Geometric algebra is a powerful and practical framework for the representation and solution of geometrical problems. We believe it to be eminently suitable to those subfields of computer science in which such issues occur: computer graphics, robotics, and computer vision. We wrote this book to explain the basic structure of geometric algebra, and...
