Geometric Algebra with Applications in Science and Engineering

Edited by Eduardo Bayro Corrochano () and Garret Sobczyk ()

in Springer Books from Springer

Date: 2001
ISBN: 978-1-4612-0159-5
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Chapters in this book:

Ch Chapter 1 Old Wine in New Bottles: A New Algebraic Framework for Computational Geometry

David Hestenes

Ch Chapter 10 Projective Reconstruction of Shape and Motion Using Invariant Theory

Eduardo Bayro Corrochano and Vladimir Banarer

Ch Chapter 11 Robot Kinematics and Flags

J. M. Selig

Ch Chapter 12 The Clifford Algebra and the Optimization of Robot Design

Shawn G. Ahlers and John Michael McCarthy

Ch Chapter 13 Applications of Lie Algebras and the Algebra of Incidence

Eduardo Bayro Corrochano and Garret Sobczyk

Ch Chapter 14 Geometric Algebra in Quantum Information Processing by Nuclear Magnetic Resonance

Timothy F. Havel, David G. Cory, Shyamal S. Somaroo and Ching-Hua Tseng

Ch Chapter 15 Geometric Feedforward Neural Networks and Support Multivector Machines

Eduardo Bayro Corrochano and Refugio Vallejo

Ch Chapter 16 Image Analysis Using Quaternion Wavelets

Leonardo Traversoni

Ch Chapter 17 Objects in Contact: Boundary Collisions as Geometric Wave Propagation

Leo Dorst

Ch Chapter 18 Modern Geometric Calculations in Crystallography

G. Aragon, J. L. Aragon, F. Davila, A. Gomez and M. A. Rodriguez

Ch Chapter 19 Quaternion Optimization Problems in Engineering

Ljudmila Meister

Ch Chapter 2 Universal Geometric Algebra

Garret Sobczyk

Ch Chapter 20 Clifford Algebras in Electrical Engineering

William E. Baylis

Ch Chapter 21 Applications of Geometric Algebra in Physics and Links With Engineering

Anthony Lasenby and Joan Lasenby

Ch Chapter 22 Clifford Algebras as Projections of Group Algebras

Vladimir M. Chernov

Ch Chapter 23 Counterexamples for Validation and Discovering of New Theorems

Pertti Lounesto

Ch Chapter 24 The Making of GABLE: A Geometric Algebra Learning Environment in Matlab

Stephen Mann, Leo Dorst and Tim Bouma

Ch Chapter 25 Helmstetter Formula and Rigid Motions with CLIFFORD

Rafal Ablamowicz

Ch Chapter 3 Realizations of the Conformal Group

Jose Maria Pozo and Garret Sobczyk

Ch Chapter 4 Hyperbolic Geometry

Hongbo Li

Ch Chapter 5 Geometric Reasoning With Geometric Algebra

Dongming Wang

Ch Chapter 6 Automated Theorem Proving

Hongbo Li

Ch Chapter 7 The Geometry Algebra of Computer Vision

Eduardo Bayro Corrochano and Joan Lasenby

Ch Chapter 8 Using Geometric Algebra for Optical Motion Capture

Joan Lasenby and Adam Stevenson

Ch Chapter 9 Bayesian Inference and Geometric Algebra: An Application to Camera Localization

Chris Doran

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DOI: 10.1007/978-1-4612-0159-5

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