Titlebook: Clifford Analysis and Its Applications; F. Brackx,J. S. R. Chisholm,V. Sou?ek Book 2001 Springer Science+Business Media Dordrecht 2001 Bou

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1568-2609 theory was used and applied to problems inother fields of mathematics, numerical analysis, and mathematicalphysics. recently, the theory has enlarged its scope considerably byincorporating geometrical methods from global analysis on manifoldsand methods from representation theory. New, interesting b

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Responsible Investment in Times of Turmoilf the present author on existence of elliptic Riemann-Hilbert problems for generalized Cauchy-Riemann systems, we indicate some classes of systems which give rise to non-linear Fredholm operators of such type.

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An Introduction to Corporate Responsibilityty of a global recognition algorithm from . to . for nD .-multispectral images. Prom this point of view the visual cortex of a animal’s brain can by considered as a “Fast Clifford Algebra Quantum Computer”.

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Hyper-holomorphic Cells and Riemann-Hilbert Problems,f the present author on existence of elliptic Riemann-Hilbert problems for generalized Cauchy-Riemann systems, we indicate some classes of systems which give rise to non-linear Fredholm operators of such type.

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,Is the Visual Cortex a “Clifford Algebra Quantum Computer”?,ty of a global recognition algorithm from . to . for nD .-multispectral images. Prom this point of view the visual cortex of a animal’s brain can by considered as a “Fast Clifford Algebra Quantum Computer”.

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Responsible Innovation in Healthfor Rarita Schwinger fields in [.], for symmetric analogies of Rarita-Schwinger fields in two related papers [., .]. In this paper the representation character of monogenic s-forms of polynomial-type with . < ./2 is described in details.

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Monogenic Forms of Polynomial Type,for Rarita Schwinger fields in [.], for symmetric analogies of Rarita-Schwinger fields in two related papers [., .]. In this paper the representation character of monogenic s-forms of polynomial-type with . < ./2 is described in details.

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