Clifford Research Group
Research topics
Development of Clifford analysis and its applications to functional analysis, harmonic analysis, partial differential equations, integral geometry, spin geometry, wavelet analysis and image processing, distributions. In particular:
- clifford analysis in hyperbolic space
- clifford wavelets, hermite transform, orthogonal clifford polynomials
- integral transforms: clifford-fourier transform, clifford-hilbert transform, clifford-radon transform
- clifford distributions, distributional boundary value problems
- clifford differential forms
- invariant differential operators, complexes of clifford differential operators
- monogenic functions in several vector variables
- harmonic analysis
- super symmetry, super analysis
- hermitean clifford analysis
- anisotropic clifford analysis
- discrete dirac operators
