Torsors and ternary Moufang loops arising in projective geometry
We give an interpretation of the construction of torsors from
preceding work (see preprint 271 on this server) in terms of classical
projective geometry. For the Desarguesian case, this leads to a reformulation
of certain results from loc. cit., whereas for the Moufang case the result is
new. But even in the Desarguesian case it sheds new light on the relation
between the lattice structure and the algebraic structures of a projective
space.
Wolfgang Bertram < wolfgang.bertram@univ-lorraine.fr >
Michael Kinyon < mkinyon@du.edu >