Bicomplex Holomorphic Functions: The Algebra, Geometry and Analysis of Bicomplex Numbers. M. Elena Luna-Elizarraras, Michael Shapiro, Daniele C. Struppa, Adrian Vajiac

Bicomplex Holomorphic Functions: The Algebra, Geometry and Analysis of Bicomplex Numbers


Bicomplex.Holomorphic.Functions.The.Algebra.Geometry.and.Analysis.of.Bicomplex.Numbers.pdf
ISBN: 9783319248660 | 231 pages | 6 Mb


Download Bicomplex Holomorphic Functions: The Algebra, Geometry and Analysis of Bicomplex Numbers



Bicomplex Holomorphic Functions: The Algebra, Geometry and Analysis of Bicomplex Numbers M. Elena Luna-Elizarraras, Michael Shapiro, Daniele C. Struppa, Adrian Vajiac
Publisher: Springer International Publishing



Vajiac, Bicomplex holomorphic functions: The algebra, geometry and analysis of bicomplex numbers. Hyperbolic modules bicomplex modules hyperbolic–valued norm A. Smirnov Some properties of bicomplex numbers . Bicomplex Numbers and their Elementary Functions The Cauchy‐Kowalewski product for bicomplex holomorphic functions Journal of Geometric Analysis 19 (2), 288-300, 2009 International Journal of Geometric Methods in Modern Physics 7 (02), 247-266, Computational Algebra Techniques in Electromagnetism. Kassandrov Quaternionic analysis and the algebrodynamics . For the bicomplex numbers which turns out to be in accordance to our expectations. Publication » On Clifford analysis for holomorphic mappings. Riemannian Geometry and Tensor Analysis Functions. Advances in Geometry (Impact Factor: 0.31). Moving frame;; Symmetry;; Lie group;; Lie algebra;; Differential invariant;; Jet; is designed to be the proper geometric setting for numerical analysis, just as jet moving frame construction of an invariant form of the variational bicomplex, cf. .128 with generalized analytic functions in the polynumber space . 1.4.1 Speaker: Professor Daniel Alpay, Earl Katz Chair in Algebraic System Theory, complex analysis, interpolation theory of analytic functions contractive in the open unit disk 1) Realization and geometry: -unitary rational functions. Using Clifford's geometric analysis. Hestenes: Tutorial on Geometric Calculus + online links It begins with a detailed study of bicomplex and hyperbolic numbers and then defines the notion of 2.1 Bicomplex Holomorphic Functions . GA Net Updates · Fast information update about developments in Clifford geometric algebra. Advances in Applied Clifford Algebras We consider modules over the commutative rings of hyperbolic and bicomplex numbers. The Algebra, Geometry and Analysis of Bicomplex Numbers. Bicomplex Holomorphic Functions.





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