ON SOME PROPERTY OF CERTAIN SUBSPACE SYSTEMS IN THE PROJECTIVE SPACE P n

Danuta Witczńyska
1992 Demonstratio Mathematica  
The well-known theorem of Pappus was generalized in [1]. This triples of m and 1-dimensional subspaces considered in this generalization were assumed to be in a special position. 2 Z. = OZ(A. ,B. .) k=0,l,2 (we reduce indices mod 3) ; i=0 z = Z(Z 1 ,Z 2/ Z 3 ). We shall determine the subspace Z according, to all the possible positions of the subspaces A., B. i=0,l,2. In Unauthenticated Download Date | 2/25/20 8:40 AM
doi:10.1515/dema-1992-0425 fatcat:cdk2zg5gona2vf2ueufglrpagq