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Home > Hypercomplex Analysis and Applications > Killing Tensor Spinor Forms and Their Application in Riemannian Geometry
Hypercomplex Analysis and Applications |
Irene Sabadini; Franciscus Sommen
Springer Basel
Hypercomplex Analysis and Applications
Killing Tensor Spinor Forms and Their Application in Riemannian Geometry
Authors

Petr Somberg

ARI Id

1664843879160_3749201

Access

Not Available Free

Pages

233-247

DOI

10.1007/978-3-0346-0246-4_16

Chapter URL

https://rd.springer.com/chapter/10.1007/978-3-0346-0246-4_16

Table of Contents of Book
Showing 1 to 20 of 20 entries
Chapters/HeadingsAuthor(s)PagesInfo
Front Matter
i-vii
On the Geometry of the Quaternionic Unit Disc
Cinzia Bisi; Graziano Gentili
1-11
Bounded Perturbations of the Resolvent Operators Associated to the \( \mathcal {F}\) -Spectrum
Fabrizio Colombo; Irene Sabadini
13-28
Harmonic and Monogenic Functions in Superspace
K. Coulembier; H. De Bie; F. Sommen
29-41
A Hyperbolic Interpretation of Cauchy-Type Kernels in Hyperbolic Function Theory
Sirkka-Liisa Eriksson; Heikki Orelma
43-59
Gyrogroups in Projective Hyperbolic Clifford Analysis
Milton Ferreira
61-80
Invariant Operators of First Order Generalizing the Dirac Operator in 2 Variables
Peter Franek
81-93
The Zero Sets of Slice Regular Functions and the Open Mapping Theorem
Graziano Gentili; Caterina Stoppato
95-107
A New Approach to Slice Regularity on Real Algebras
Riccardo Ghiloni; Alessandro Perotti
109-123
On the Incompressible Viscous Stationary MHD Equations and Explicit Solution Formulas for Some Three-dimensional Radially Symmetric Domai
Rolf Sören Kraußhar
125-137
The Fischer Decomposition for the H-action and Its Applications
Roman Lávička
139-148
Bochner’s Formulae for Dunkl-Harmonics and Dunkl-Monogenics
Shanshan Li; Minggang Fei
149-159
An Invitation to Split Quaternionic Analysis
Matvei Libine
161-180
On the Hyperderivatives of Moisil–Théodoresco Hyperholomorphic Functions
M. Elena Luna-Elizarrarás; Marco A. Macías-Cedeño; Michael Shapiro
181-193
Deconstructing Dirac Operators. II: Integral Representation Formulas
Mircea Martin
195-211
A Differential Form Approach to Dirac Operators on Surfaces
Heikki Orelma; Frank Sommen
213-232
Killing Tensor Spinor Forms and Their Application in Riemannian Geometry
Petr Somberg
233-247
Construction of Conformally Invariant Differential Operators
VÍt Tuček
249-260
Remarks on Holomorphicity in Three Settings: Complex, Quaternionic, and Bicomplex
Daniele C. Struppa; Adrian Vajiac; Mihaela B. Vajiac
261-274
The Gauss-Lucas Theorem for Regular Quaternionic Polynomials
Fabio Vlacci
275-282
Chapters/HeadingsAuthor(s)PagesInfo
Showing 1 to 20 of 20 entries
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