Generalizations of Complex Analysis and Applications

Generalizations of Complex Analysis and Applications portes grátis

Generalizations of Complex Analysis and Applications

New Developments in Quaternions, Octonions, Clifford's Geometric Algebras, and Clifford Analysis

Krausshar, Rolf Soeren; Legatiuk, Dmitrii; Xambo-Descamps, Sebastia; Hitzer, Eckhard

Springer Nature Switzerland AG

04/2026

303

Dura

Inglês

9783032091581

Pré-lançamento - envio 15 a 20 dias após a sua edição

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Overview of Hypercomplex Algebra and Analysis.- 8-Dimensional Composition Algebras and the Cayley Plane.- Embedding the Okubo algebra in Clifford's geometric algebras and vice versa.- On Born Reciprocal Relativity Theory, The Relativistic Oscillator and the Fulling-Davies-Unruh Effect.- Discrete octonionic analysis: a unified approach to the split-octonionic and classical settings.- Octonion quadratic-phase Fourier transform: theory and uncertainty principles.- Conjugate (1/q, q)-harmonic Polynomials in q-Clifford Analysis.- Poisson problem on multivector fields in hyperbolic upper-half space H3.- From Line Transformations to Two-Qubit Quantum Gates.- Quaternion Principal Component Analysis: Mathematical Foundations and NMR Spectroscopic Applications.- Singular Value Decomposition for Geometric Algebra modeled AC Electrical Systems.- Expression Classification Using Slepian-based Rotation Invariants Moments.
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Clifford geometric algebra;Clifford analysis;Hypercomplex algebra;Hypercomplex analysis;Color image processing;Hypercomplex integral transforms;Molecular geometry;Projective Geometry;Space-time algebra;Neural Networks;Elementary Particle Physics;Crystallography;Symmetry representation