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Advances in Hypercomplex Analysis

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Cover of 'Advances in Hypercomplex Analysis'

Table of Contents

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    Book Overview
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    Chapter 1 Regular vs. Classical Möbius Transformations of the Quaternionic Unit Ball
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    Chapter 2 Distributional Boundary Values of Harmonic Potentials in Euclidean Half-Space as Fundamental Solutions of Convolution Operators in Clifford Analysis
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    Chapter 3 On Two Approaches to the Bergman Theory for Slice Regular Functions
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    Chapter 4 A Bloch-Landau Theorem for Slice Regular Functions
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    Chapter 5 Dirichlet-Type Problems for the Iterated Dirac Operator on the Unit Ball in Clifford Analysis
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    Chapter 6 Fueter Regularity and Slice Regularity: Meeting Points for Two Function Theories
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    Chapter 7 A Note on Analytic Functionals on the Complex Light Cone
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    Chapter 8 The S-spectrum for Some Classes of Matrices
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    Chapter 9 Regular Composition for Slice-Regular Functions of Quaternionic Variable
Attention for Chapter 5: Dirichlet-Type Problems for the Iterated Dirac Operator on the Unit Ball in Clifford Analysis
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Chapter title
Dirichlet-Type Problems for the Iterated Dirac Operator on the Unit Ball in Clifford Analysis
Chapter number 5
Book title
Advances in Hypercomplex Analysis
Published by
Springer, Milano, January 2013
DOI 10.1007/978-88-470-2445-8_5
Book ISBNs
978-8-84-702444-1, 978-8-84-702445-8
Authors

Min Ku, Uwe Kähler, Paula Cerejeiras

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