Projektive Einbettung nicht lokal projektiver R�ume

Abstract

Abstract.It is well known that every locally projective linear space (M, 99~) with dim M > 3, fulfilling the Bundle Theorem 03) can be embedded in a projective space. We give here a new construction for the projective embedding of linear spaces which need not be locally projective. Essentially for this new construction are the assumptions (A) and (C) that for any two bundles there are two points on every line which are incident with a line of each of these bundles. With the Embedding Theorem (7.4) of this note for example a [0, m]-space can be embedded in a projective space.Mathematics Subject Classifications (1991): 51 A45, 51E20.