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Blok, Rieuwert J. - Department of Mathematics and Statistics, Bowling Green State University
SPANNING POINT-LINE GEOMETRIES IN BUILDINGS OF SPHERICAL TYPE
Journal of Combinatorial Theory, Series A 102 (2003) 293308 A thin near hexagon with 50 points
On absolutely universal embeddings and A. Pasini
Extensions of isomorphisms for affine dual polar spaces and strong parapolar spaces
The geometry far from a residue R. J. Blok & A. E. Brouwer
A Quasi Curtis-Tits-Phan theorem for the symplectic group
On the nucleus of the Grassmann embedding of the symplectic dual polar space DSp(2n, F),
A Curtis-Tits-Phan theorem for the twin-building of Rieuwert J. Blok 1
The generating rank of the symplectic grassmannians
Extensions of isomorphisms for affine Grassmannians Rieuwert J. Blok1
Topological properties of activity orders for matroid Rieuwert J. Blok
The generating rank of the symplectic line-grassmannian
On Geometries related to Buildings On Geometries related to Buildings
On Flips of Unitary Buildings I: Classification of Flips April 6, 2010
Point-line geometries with a generating set that depends
