AbstractWe provide a geometrical construction of the unique slim dense near hexagon with parameters (s,t,t2)=(2,5,{1,2}). Using this construction, we construct the rank 3 symplectic dual polar space DSp(6,2) which is the unique slim dense near hexagon with parameters (s,t,t2)=(2,6,2). Both near hexagons are constructed from two copies of the unique generalized quadrangle with parameters (2,2)
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
AbstractWe introduce two conjectures concerning the structure of dense near polygons with three poin...
AbstractWe provide a geometrical construction of the unique slim dense near hexagon with parameters ...
AbstractNew combinatorial constructions for the near hexagons I3 and DQ(6,2) in terms of ordered pai...
AbstractWe determine all dense near 2n-gons, n⩾3, in which each hex is isomorphic to either the dual...
We classify all finite near hexagons which satisfy the following properties for a certain t(2) is an...
We classify all finite near hexagons which satisfy the following properties for a certain t(2) is an...
One of the most fundamental results in the theory of regular near polygons is the result that every ...
One of the most fundamental results in the theory of regular near polygons is the result that every ...
New combinatorial constructions for the near hexagons I-3 and DQ(6, 2) in terms of ordered pairs of ...
New combinatorial constructions for the near hexagons I-3 and DQ(6, 2) in terms of ordered pairs of ...
AbstractNew combinatorial constructions for the near hexagons I3 and DQ(6,2) in terms of ordered pai...
AbstractValuations were introduced in De Bruyn and Vandecasteele (Valuations of near polygons,prepri...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
AbstractWe introduce two conjectures concerning the structure of dense near polygons with three poin...
AbstractWe provide a geometrical construction of the unique slim dense near hexagon with parameters ...
AbstractNew combinatorial constructions for the near hexagons I3 and DQ(6,2) in terms of ordered pai...
AbstractWe determine all dense near 2n-gons, n⩾3, in which each hex is isomorphic to either the dual...
We classify all finite near hexagons which satisfy the following properties for a certain t(2) is an...
We classify all finite near hexagons which satisfy the following properties for a certain t(2) is an...
One of the most fundamental results in the theory of regular near polygons is the result that every ...
One of the most fundamental results in the theory of regular near polygons is the result that every ...
New combinatorial constructions for the near hexagons I-3 and DQ(6, 2) in terms of ordered pairs of ...
New combinatorial constructions for the near hexagons I-3 and DQ(6, 2) in terms of ordered pairs of ...
AbstractNew combinatorial constructions for the near hexagons I3 and DQ(6,2) in terms of ordered pai...
AbstractValuations were introduced in De Bruyn and Vandecasteele (Valuations of near polygons,prepri...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
We show that every valuation of the near 2n-gon G(n), n >= 2, is induced by a unique classical valua...
AbstractWe introduce two conjectures concerning the structure of dense near polygons with three poin...