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These papers represent a survey of developments around Clifford Analysis and its applications to theoretical physics. This book should appeal to physicists and mathematicians working in areas involving functions of complex variables, associative rings and algebras, integral transforms, operational calculus, partial differential equations, and the mathematics of physics.
| ISBN | 0792350375 | | Weight (grammes) | 907 | | ISBN13 | 9780792350378
(What's this?) | | Published in | Dordrecht | | Publisher | Kluwer Academic Publishers | | Conference location | Aachen | | Imprint | Kluwer Academic Publishers | | Conference name | Clifford Algebras | | Format | Hardback | | Conference year | 1996 | | Publication date | 01 Mar 1998 | | Series ISSN | 94 | | Library of Congress | QC20.7.C55 | | Series title | Fundamental Theories of Physics | | DEWEY | 512.57 | | Height (mm) | 230 | | DEWEY edition | DC21 | | Width (mm) | 171 | | Pages | 480 | | Academic level | Postgraduate, Professional / Scholarly, Technical/vocational | | Volumes | 000 | |
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| | | Preface | | | | | | Participants of the 4th Conference on Clifford Algebras | | | | | | Program of the 4th Conference on Clifford algebras | | | | | | Dirac Operators and Clifford Geometry - New Unifying Principles in Particle Physics? by Th. Ackermann | | 1 | | | | On the Hayman uniqueness problem for polyharmonic functions by M. B. Balk and M. Ya. Mazalov | | 11 | | | | Left-linear and Nonlinear Riemann problems in Clifford analysis by S. Bernstein | | 17 | | | | Spin structures and harmonic spinors on nonhyperelliptic Riemann surfaces of small genera by J. Bures | | 31 | | | | Decomposition of analytic hyperbolically harmonic functions by P. Cerejeiras | | 45 | | | | Spin Gauge Theories: A Summary by J. S. R. Chisholm and R. S. Farwell | | 53 | | | | Manifolds with and without embeddings by J. Cnops | | 57 | | | | Dirac equation in the Clifford algebra of Space by C. Daviau | | 67 | | | | Dirac theory from a field theoretic point of view by B. Fauser | | 89 | | | | On some applications of the biharmonic equation by K. Gurlebeck | | 109 | | | | Spinor Particle Mechanics by D. Hestenes | | 129 | | | | Clifford analysis and elliptic boundary value problems in unbounded domains by U. Kahler | | 145 | | | | Twistors and Clifford Algebras by J. Keller | | 161 | | | | How Many Essentialy Different Function Theories Exist? by V. V. Kisil | | 175 | | | | Variational Property of the Peano Kernel for Harmonicity Differences of Order [rho] by W. Haussmann and O. I. Kounchev | | 185 | | | | Clifford Analysis on the Sphere by P. Van Lancker | | 201 | | | | Type-changing transformations of pseudo-Euclidean Hurwitz pairs, Clifford Analysis, and particle lifetimes by J. Lawrynowicz | | 217 | | | | Modified quaternionic analysis in R[superscript 4] by Th. Hempfling and H. Leutwiler | | 227 | | | | Geometric Algebra and Lobachevski Geometry by H. Li | | 239 | | | More... | | |
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