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Advanced Computational Applications of Geometric Algebra

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Cover of 'Advanced Computational Applications of Geometric Algebra'

Table of Contents

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    Book Overview
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    Chapter 1 Line–Cyclide Intersection and Colinear Point Quadruples in the Double Conformal Model
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    Chapter 2 Search for Similarity Transformation Between Image Point Clouds Using Geometric Algebra for Conics
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    Chapter 3 Line-Bound Vectors, Plane-Bound Bivectors and Tetrahedra in the Conformal Model of Three-Dimensional Space
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    Chapter 4 Geometric Algebras of Compatible Null Vectors
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    Chapter 5 Inner Product of Two Oriented Points in Conformal Geometric Algebra
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    Chapter 6 Geometric Algebra Models of Proteins for Three-Dimensional Structure Prediction
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    Chapter 7 Clifford Convolutional Neural Networks for Lymphoblast Image Classification
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    Chapter 8 Geometric Algebra and Distance Matrices
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    Chapter 9 GAAlign: Robust Sampling-Based Point Cloud Registration Using Geometric Algebra
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    Chapter 10 Quantum Register Algebra: The Basic Concepts
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    Chapter 11 A Geometric Procedure for Computing Differential Characteristics of Multi-phase Electrical Signals Using Geometric Algebra
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    Chapter 12 Notes on Forward Kinematics of Generalised Robotic Snakes Based on Compass Ruler Algebra
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    Chapter 13 Hand-Eye Calibration Using Camera’s IMU Sensor in Quadric Geometric Algebra (QGA)
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    Chapter 14 The Supergeometric Algebra as the Language of Physics
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    Chapter 15 Geometric Algebra Speaks Quantum Esperanto, I
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    Chapter 16 On Some Lie Groups in Degenerate Geometric Algebras
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    Chapter 17 Computing with the Universal Properties of the Clifford Algebra and the Even Subalgebra
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    Chapter 18 Binary Linear Codes via Zeon and Sym-Clifford Algebras
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Title
Advanced Computational Applications of Geometric Algebra
Published by
Springer Nature Switzerland, December 2023
DOI 10.1007/978-3-031-34031-4
ISBNs
978-3-03-134030-7, 978-3-03-134031-4
Editors

Silva, David W., Hitzer, Eckhard, Hildenbrand, Dietmar

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