Combinatorial generalizations of generalized quadrangles of order \((2, 2)\)
The authors study substructures of a projective space \(PG(n, 2)\) represented in terms of elementary combinatorics of finite sets, which generalize the Sylvester's representation of the generalized quadrangle of order (2, 2). Also, their synthetic properties are established and automorphism are characterized.
scientific article; zbMATH DE number 5625010
scientific article