Chain Spaces via Clifford Algebras.
Chamber systems, geometries and parabolic systems whose diagram contains only bonds of strength 1 and 2.
Charakterisierung von Kettengeometrien über semilokalen Algebren.
Clifford algebras, Möbius transformations, Vahlen matrices, and -loops
In this paper we show that well-known relationships connecting the Clifford algebra on negative euclidean space, Vahlen matrices, and Möbius transformations extend to connections with the Möbius loop or gyrogroup on the open unit ball in -dimensional euclidean space . One notable achievement is a compact, convenient formula for the Möbius loop operation , where the operations on the right are those arising from the Clifford algebra (a formula comparable to for the Möbius loop multiplication...
Conos de luz.
Using a new characterization of the Lorentz quadrics, we establish a reformulation of the Special Relativity Theory.
Criteria for two-dimensional circle planes.
Curves and lattices of points in the Minkowski plane