Constructions of Sperner k-Spreads of Dimension tk


In this article, a very general construction of Sperner spaces with given collineation group is given that produces a very large number of non-isomorphic subgeometry partitions of projective paces as well as new focal-spreads. Also, a generalization of ‘algebraic lifting’ for Sperner 2-spreads is given.

DOI Code: 10.1285/i15900932v29n1p113

51E23; 51A40

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