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Titlebook: Systems, Patterns and Data Engineering with Geometric Calculi; Sebastià Xambó-Descamps Conference proceedings 2021 The Editor(s) (if appli

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,Space-Bending Lattices: Parameterization and Rationalization of Cyclidic Volumes Through Conformal nts to the space. Rationalization is achieved through continuous transformation of spheres, which are principal contact surfaces of the space. The resulting triply orthogonal curvilinear coordinate system enables lattice bending deformations within a hexahedral volume. An inverse mapping is used to
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Geometric Calculi and Automatic Learning ,orts of algorithms and techniques capable of learning from experience have taken the stage in the last decades, with a crescendo of great successes in a variety of fronts in recent years. This paper provides a sketchy outline of those developments that seem more relevant or promising in view of thei
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Optimal Combination of Orientation Measurements Under Angle, Axis and Chord Metrics,allows us to perform computations and comparisons in a coordinate-free manner, and thus to compare and evaluate the alternative parametrizations. We briefly discuss how this subsumes and extends the traditional quaternion representation of rotations.
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Exploring Lazy Evaluation and Compile-Time Simplifications for Efficient Geometric Algebra Computatto automatically execute low-level algebraic manipulation in the procedures described by the programmer using GA operations. The aim of . at compile-time is to simplify each described procedure by performing symbolic optimizations on expressions, leading to more efficient programs.
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Geometric Calculi and Automatic Learning ,ficial neurons, and their organization in networks, may be seen as a way to transcend the biologically inspired neuron networks much as the wheel or aviation transcended legs or bird flight. Recent developments suggest that there are exciting research opportunities ahead.
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