CAA 2015 - 12-th Symposium Clifford Analysis and Applications

Clifford Analysis in general and Quaternionic Analysis in particular can be seen as refinement of harmonic analysis and generalization of the one-dimensional complex function theory. They play an important and increasing role in different areas of mathematics, physics, computer science and engineering. The symposium aims to reflect the state of the art in pure and applied Clifford analysis and to exchange ideas for new developments.
We invite mathematicians, physicists and engineers working by means of quaternionic or Clifford analysis particularly in
Pure and applied Clifford analysis, applications in harmonic analysis
Partial differential equations, boundary and initial value problems
Physics, in particular quantum physics, general relativity theory, computational physics, crystallography and scattering, plasma physics, astrophysics
Practical applications in engineering sciences in general, in particular applications in classical mechanics, material science
Approximation theory and numerical simulations
Discrete function theories with applications
Special functions, polynomial systems
Conformal and quasi-conformal mappings
Combinatorics, number theory
Fourier transforms
Signal analysis and image processing as well as applications in numerical analysis
Geometric algebras and applications
to contribute to the symposium. Suggestions for further topics are welcome.