Highly Influenced

@article{Lee1990TheIS, title={The incidence structure of subspaces with well-scaled frames}, author={Jon Lee}, journal={J. Comb. Theory, Ser. B}, year={1990}, volume={50}, pages={265-287} }

- Published 1990 in J. Comb. Theory, Ser. B
DOI:10.1016/0095-8956(90)90082-B

In this paper, the incidence structure of classes of subspaces that generalize the regular (unimodular) subspaces of rational coordinate spaces is studied. Let F be a field and SE F\ (0). A subspace, V, of a coordinate space over F is S-regular if every elementary vector of V can be scaled by an element of F\ (0) so that all of its non-zero entries are elements of S. A subspace that is { 1, fl j-regular over the rational field is regular. Associated with a subspace, V, over an arbitrary… CONTINUE READING