Clifford algebras and their application in mathematical physics. Proceedings of the 4th conference, Aachen, Germany, May 28--31, 1996 (Q1386234)

The articles of this volume will be reviewed individually. The preceding conference (3, 1993) has been reviewed (see Zbl 0823.00013). Indexed articles: \textit{Ackermann, Thomas}, Dirac operators and Clifford geometry -- New unifying principles in particle physics?, 1-10 [Zbl 0899.35117] \textit{Balk, M. B.; Mazalov, M. Ya.}, On the Hayman uniqueness problem for polyharmonic functions, 11-16 [Zbl 0903.31005] \textit{Bernstein, Swanhild}, Left-linear and nonlinear Riemann problems in Clifford analysis, 17-30 [Zbl 0896.45002] \textit{Bureš, Jarolím}, Spin structures and harmonic spinors on nonhyperelliptic Riemann surfaces of small genera, 31-43 [Zbl 0910.53024] \textit{Cerejeiras, P.}, Decomposition of analytic hyperbolically harmonic functions, 45-51 [Zbl 0908.31003] \textit{Chisholm, J. S. R.; Farwell, R. S.}, Spin gauge theories: A summary, 53-56 [Zbl 0898.15026] \textit{Cnops, J.}, Manifolds with and without embeddings, 57-65 [Zbl 0912.53037] \textit{Daviau, Claude}, Dirac equation in the Clifford algebra of space, 67-87 [Zbl 0896.15014] \textit{Fauser, Bertfried}, Dirac theory from a field theoretic point of view, 89-107 [Zbl 0897.15018] \textit{Gürlebeck, K.}, On some applications of the biharmonic equation, 109-128 [Zbl 0899.31006] \textit{Hestenes, David}, Spinor particle mechanics, 129-143 [Zbl 0901.34098] \textit{Kähler, Uwe}, Clifford analysis and elliptic boundary value problems in unbounded domains, 145-160 [Zbl 0898.35028] \textit{Keller, Jaime}, Twistors and Clifford algebras, 161-173 [Zbl 0898.15027] \textit{Kisil, Vladimir V.}, How many essentialy different function theories exist?, 175-184 [Zbl 0929.30035] \textit{Haussmann, Werner; Kounchev, Ognyan I.}, Variational property of the Peano kernel for harmonicity differences of order \(p\), 185-199 [Zbl 0898.31006] \textit{Van Lancker, P.}, Clifford analysis on the sphere, 201-215 [Zbl 0896.15015] \textit{Ławrynowicz, Julian}, Type-changing transformations of pseudo-Euclidean Hurwitz pairs, Clifford analysis, and particle lifetimes, 217-226 [Zbl 0896.15016] \textit{Hempfling, Thomas; Leutwiler, Heinz}, Modified quaternionic analysis in \(\mathbb{R}^4\), 227-237 [Zbl 0904.30031] \textit{Li, Hongbo}, Geometric algebra and Lobachevski geometry, 239-245 [Zbl 0941.51021] \textit{Malonek, Helmuth R.}, Generalizing the \((F,G)\)-derivative in the sense of Bers, 247-257 [Zbl 0926.30030] \textit{Micali, Artibano}, Hardy-Weinberg quadratic forms and Clifford algebras, 259-266 [Zbl 0898.15028] \textit{Miralles, David}, On Dirac equations in curved space-times, 267-273 [Zbl 0899.35118] \textit{Obolashvili, E.}, Some partial differential equations in Clifford analysis, 275-289 [Zbl 0945.30038] \textit{Parra, Josep M.}, Teaching Clifford algebra as physical mathematics, 291-304 [Zbl 0896.15017] \textit{Pezzaglia, William M. jun.}, Polydimensional relativity, a classical generalization of the automorphism invariance principle, 305-317 [Zbl 0898.35106] \textit{Rodrigues, Waldyr Alves jun.; Vaz, Jayme jun.}, Subluminal and superluminal electromagnetic waves and the lepton mass spectrum, 319-346 [Zbl 0902.58046] \textit{Somaroo, Shyamal}, Higher spin and the spacetime algebra, 347-368 [Zbl 0897.22024] \textit{Sommen, F.}, Curved Radon transforms in Clifford analysis, 369-381 [Zbl 0897.44003] \textit{Sprößig, Wolfgang}, On a class of nonlinear boundary value problems, 383-389 [Zbl 0899.35039] \textit{Cahen, Michel; Gutt, Simone; Trautman, Andrzej}, Pin structures and the Dirac operator on real projective spaces and quadrics, 391-399 [Zbl 0896.15018] \textit{Vaz, Jayme jun.}, Construction of monopoles and instantons by using spinors and the inversion theorem, 401-421 [Zbl 0896.15019] \textit{Wojciechowski, K. P.; Scott, S. G.; Morchio, G.; Booss-Bavnbek, B.}, Determinants, manifolds with boundary and Dirac operators, 423-432 [Zbl 0904.58058] \textit{Yamaleev, Robert}, New dynamical equations for many particle system on the basis of multicomplex algebra, 433-441 [Zbl 0906.58014]