A note on embedding and generating dual polar spaces.
A note on tensor products of polar spaces over finite fields.
Adjacency preserving mappings.
Classical polar spaces (sub-)weakly embedded in projective spaces.
Factor-group-generated polar spaces and (multi-)qudits.
Finite geometries, varieties and codes.
Generalized projective geometries: General theory and equivalance with Jordan structures.
Generating symplectic and Hermitian dual polar spaces over arbitrary fields nonisomorphic to .
Hyperplanes of dual polar spaces of rank 3 with no subquadrangular quad.
Inertial law of symplectic forms on modules over plural algebra
In this paper the problem of construction of the canonical matrix belonging to symplectic forms on a module over the so called plural algebra (introduced in [5]) is solved.
Morphisms of polar spaces.
Near hexagons and triality.
On a class of hyperplanes of the symplectic and Hermitian dual polar spaces.
On ovoids of .
On the geometry of symplectic involutions.
On the incidence structures of polar spaces and quadrics.
Orthogonal, symplectic and unitary polar spaces sub-weakly embedded in projective space
Ovoids of the Hermitian surface in odd characteristic.
Plane models of semi-biplanes.
Special Lagrangian linear subspaces in product symplectic space
The notes consist of a study of special Lagrangian linear subspaces. We will give a condition for the graph of a linear symplectomorphism to be a special Lagrangian linear subspace in . This way a special symplectic subset in the symplectic group is introduced. A stratification of special Lagrangian Grassmannian is defined.