Add to ORKGSDPS-sets are very nice sets of points in dual polar spaces which themselves carry the structure of dual polar spaces. They were introduced in \cite{DB-V:2} because they gave rise to new valuations and hyperplanes of dual polar spaces. In the present paper, we show that the symplectic dual polar space (4n-1,q)$, \geq 2$, has up to isomorphisms a unique SDPS-set
AbstractIn Pasini and Shpectorov (2001) [11] all locally subquadrangular hyperplanes of finite sympl...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
AbstractWe determine all hyperplanes of DW(2n-1,q), q≠2, without ovoidal quads. We will show that ea...
SDPS-sets are very nice sets of points in dual polar spaces which themselves carry the structure of ...
AbstractSDPS-sets are very nice sets of points in dual polar spaces which themselves carry the struc...
AbstractSDPS-sets are very nice sets of points in dual polar spaces which themselves carry the struc...
AbstractWe show that there is up to isomorphism a unique isometric full embedding of the dual polar ...
AbstractValuations were introduced in De Bruyn and Vandecasteele (Valuations of near polygons,prepri...
AbstractIt is demonstrated that the dual polar space of typeSp(2n,2) can be generated as a geometry ...
AbstractIn [B. De Bruyn, P. Vandecasteele, Valuations and hyperplanes of dual polar spaces, J. Combi...
AbstractWe show that there is up to isomorphism a unique isometric full embedding of the dual polar ...
AbstractWe show that there are six isomorphism classes of hyperplanes of the dual polar space Δ=DW(5...
AbstractValuations were introduced in De Bruyn and Vandecasteele (Valuations of near polygons,prepri...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
AbstractIn Pasini and Shpectorov (2001) [11] all locally subquadrangular hyperplanes of finite sympl...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
AbstractWe determine all hyperplanes of DW(2n-1,q), q≠2, without ovoidal quads. We will show that ea...
SDPS-sets are very nice sets of points in dual polar spaces which themselves carry the structure of ...
AbstractSDPS-sets are very nice sets of points in dual polar spaces which themselves carry the struc...
AbstractSDPS-sets are very nice sets of points in dual polar spaces which themselves carry the struc...
AbstractWe show that there is up to isomorphism a unique isometric full embedding of the dual polar ...
AbstractValuations were introduced in De Bruyn and Vandecasteele (Valuations of near polygons,prepri...
AbstractIt is demonstrated that the dual polar space of typeSp(2n,2) can be generated as a geometry ...
AbstractIn [B. De Bruyn, P. Vandecasteele, Valuations and hyperplanes of dual polar spaces, J. Combi...
AbstractWe show that there is up to isomorphism a unique isometric full embedding of the dual polar ...
AbstractWe show that there are six isomorphism classes of hyperplanes of the dual polar space Δ=DW(5...
AbstractValuations were introduced in De Bruyn and Vandecasteele (Valuations of near polygons,prepri...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
AbstractIn Pasini and Shpectorov (2001) [11] all locally subquadrangular hyperplanes of finite sympl...
It was proved earlier that there are 6 isomorphism classes of hyperplanes in the dual polar space (5...
AbstractWe determine all hyperplanes of DW(2n-1,q), q≠2, without ovoidal quads. We will show that ea...