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Title of Journal: Adv Appl Clifford Algebras

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Abbravation: Advances in Applied Clifford Algebras

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Springer Basel

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DOI

10.1007/978-0-387-68915-9

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1661-4909

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Properties of Solutions to AHarmonic System and A

Authors: Zhanlei Wang Shuhong Chen
Publish Date: 2015/02/19
Volume: 25, Issue: 4, Pages: 989-1002
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Abstract

The paper deduce some properties of solutions to Aharmonic system and ADirac system by the method of removable theory Furthermore the fact that solutions to Aharmonic system under controllable growth conditions are the real part of solutions to corresponding ADirac system is shown

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  1. Twistors in Geometric Algebra
  2. On Polynomial Solutions of Generalized Moisil-Théodoresco Systems and Hodge-de Rham Systems
  3. Geometric Algebra to Model Uncertainties in the Discretizable Molecular Distance Geometry Problem
  4. Half Dirichlet Problems and Decompositions of Poisson Kernels
  5. Differential Operators Associated to the Cauchy-Fueter Operator in Quaternion Algebra
  6. Matrix Mechanics of the Relativistic Point Particle and String in Clifford Space
  7. Harmonic Forms on Conformal Euclidean Manifolds: The Clifford Multivector Approach
  8. Two Novel Algebraic Techniques for Quaternion Least Squares Problems in Quaternionic Quantum Mechanics
  9. Operator Identities in q -Deformed Clifford Analysis
  10. Inverse Kinematics for a 6-DOF Walking Humanoid Robot Leg
  11. (1,1)-Forms Acting on Spinors on Kähler Surfaces
  12. Multiplicative Representation of a Hyperbolic non Distributive Algebra
  13. An Efficient Method for Solving Equations in Generalized Quaternion and Octonion Algebras
  14. On the Quaternionic B 2 -Slant Helices in the Euclidean Space E 4
  15. The octonions form an Azumaya algebra in certain braided linear Gr-categories
  16. On the Geometry of the Hyperbolic Scator Space in 1+2 Dimensions
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