7th ISAAC Congress
7th ISAAC Congress
II.2. Analytical, geometrical and numerical Methods in Clifford- and Cayley-Dickson algebras
Organisers: I. Sabadini (Milano), F. Sommen (Ghent)
We call for contributions in the fields of theoretical quaternionic and Clifford analysis and, more in general, hypercomplex analysis intended as the study of the function theory related to the Dirac operator and systems of partial differential operators taking values in a Clifford algebra. All the topics varying from the study of monogenic functions, its generalisations to higher spin such as the Rarita-Schwinger system, Clifford analysis on superspace, Clifford-Radon and Fourier transforms, discrete Clifford analysis to functions with values in more general non-commutative structures are welcome.
II.1. Clifford and Quaternion Analysis
Organisers: K. Gürlebeck (Weimar), V. Kisil (Leeds), W. Sprößig (Freiberg)
The mathematical use of above mentioned algebras reaches from hypercomplex analysis and differential geometry up to corresponding numerical methods. Therefore we call especially for contributions with applications in gauge theories, mathematical physics, image processing, robotics, learning, geometric algebras etc.
II. Hypercomplex analysis