DOIAbstract
We describe a construction of a partial geometry pg(9, 8, 4) based on binary words of length 9 and PG (1, 8)
We describe a construction of a partial geometry pg(9, 8, 4) based on binary words of length 9 and PG (1, 8)
AbstractThis paper introduces the concept of a partial geometry of dimension three, extending the co...
In a partial λ-geometry, each two points are joined by 0 or λ blocks; each two blocks have 0 or λ po...
AbstractA partial word is a word that is a partial mapping into an alphabet. We prove a variant of F...
We describe a construction of a partial geometry pg(9, 8, 4) based on binary words of length 9 and P...
AbstractWe introduce a new construction method for semipartial geometries, called point derivation, ...
We give some new representations of the partial geometry pg(6, 6, 2), which was constructed by van L...
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
We construct a class of partial geometries with parameters s e= 22n-1-1; t = 22n-1; α = 22n-2 associ...
AbstractThe Steiner system S(4, 7, 23) is constructed from the geometry of PG(3, 2)
A lower bound for the number of absolute points of a partial geometry pg(s, s ª) with ª odd is deriv...
Partial words were introduced by Berstel and Boasson in 1999. Since then various of their combinator...
Let G be a partial geometry in the sense of R.C. Bose. In this paper the author defines a set M of p...
AbstractIn [11] P. J. Cameron introduced partial quadrangles and raised the question of finding a ch...
AbstractThe study of the combinatorial properties of strings of symbols from a finite alphabet (also...
AbstractWe define four families of geometries with as point graph the graph — or its complement — of...
AbstractThis paper introduces the concept of a partial geometry of dimension three, extending the co...
In a partial λ-geometry, each two points are joined by 0 or λ blocks; each two blocks have 0 or λ po...
AbstractA partial word is a word that is a partial mapping into an alphabet. We prove a variant of F...
We describe a construction of a partial geometry pg(9, 8, 4) based on binary words of length 9 and P...
AbstractWe introduce a new construction method for semipartial geometries, called point derivation, ...
We give some new representations of the partial geometry pg(6, 6, 2), which was constructed by van L...
AbstractIn European J. Combin. 8 (1987) 121 a characterization, based on parallelism, of the partial...
We construct a class of partial geometries with parameters s e= 22n-1-1; t = 22n-1; α = 22n-2 associ...
AbstractThe Steiner system S(4, 7, 23) is constructed from the geometry of PG(3, 2)
A lower bound for the number of absolute points of a partial geometry pg(s, s ª) with ª odd is deriv...
Partial words were introduced by Berstel and Boasson in 1999. Since then various of their combinator...
Let G be a partial geometry in the sense of R.C. Bose. In this paper the author defines a set M of p...
AbstractIn [11] P. J. Cameron introduced partial quadrangles and raised the question of finding a ch...
AbstractThe study of the combinatorial properties of strings of symbols from a finite alphabet (also...
AbstractWe define four families of geometries with as point graph the graph — or its complement — of...
AbstractThis paper introduces the concept of a partial geometry of dimension three, extending the co...
In a partial λ-geometry, each two points are joined by 0 or λ blocks; each two blocks have 0 or λ po...
AbstractA partial word is a word that is a partial mapping into an alphabet. We prove a variant of F...
Add to ORKG