DOIAbstract
AbstractA family ofc.C2-geometries with point residues isomorphic to the dual of the Tits quadrangles.T*2(O) for the regular hyperovalOcan be constructed using the quadratic Veronesean
AbstractA family ofc.C2-geometries with point residues isomorphic to the dual of the Tits quadrangles.T*2(O) for the regular hyperovalOcan be constructed using the quadratic Veronesean
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
AbstractFor every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with ...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
AbstractFor every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with ...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
AbstractFor every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with ...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with point-re...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
For every hyperoval O of PG(2.q) (q even). we construct an extended generalized quadrangle with poin...
AbstractFor every hyperovalOofPG(2,q) (qeven), we construct an extended generalized quadrangle with ...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
— A family of finite generalized quadrangles, including those of type T2*O, is characterized in this...
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