CYCLIC HYPER-SCALAR SYSTEMS

In the paper we consider cyclic hyper-number systems which are naturally related to the partial differential equations over the paracomplex algebra with zero divisors. This research is somehow parallel to the notion of the classical hypercomplex systems. At the end we shortly describe the Hankel geometry as a special cyclic geometry. Due to some page restrictions in this volume, we shall develop the analytic and the geometric approaches to this specific kind of cyclic geometry in another article of ours.