AbstractIn this paper, quasiparallelism relation in finite planar spaces is investigated. This shed more light on the classification problem: generalized three-dimensional projective spaces and three-dimensional affine spaces are characterized
AbstractIn 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν li...
General (i.e. including non-continuous and non-Archimedean) absolute planes have been classified in ...
AbstractLet S be a finite, planar, linear space of dimension n⩾3 such that (1) each line has q − 1, ...
AbstractIn this paper we study quasiparallelism relation in finite planar spaces. Moreover, 3-dimens...
AbstractThis paper is concerned with quasiparallelism relation in a finite planar space S. In partic...
AbstractIn this paper, quasiparallelism relation in finite planar spaces is investigated. This shed ...
AbstractThe quasiparallelism relation on the lines of a finite linear space is investigated in conne...
AbstractThe finite planar spaces containing at least one pair of planes intersecting in exactly one ...
AbstractIn this note, we characterize finite three-dimensional affine spaces as the only linear spac...
In the preceding paper (see [2]) we defined and investigated quasibilinear functionate on vector sp...
AbstractLet L be a finite geometric lattice of rank 4 (i.e., a planar space) such that any two plane...
Let S be a finite linear space for which there is a non-negative integer s such that for any two dis...
A set of type $(m,n)$ is a set $\mathcal K$ of points of a planarspace with the property that each...
AbstractA π-space is a planar space all of whose planes are isomorphic to a given linear space π. Th...
AbstractIn this paper we give a characterization of the Grassmann space of a planar space
AbstractIn 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν li...
General (i.e. including non-continuous and non-Archimedean) absolute planes have been classified in ...
AbstractLet S be a finite, planar, linear space of dimension n⩾3 such that (1) each line has q − 1, ...
AbstractIn this paper we study quasiparallelism relation in finite planar spaces. Moreover, 3-dimens...
AbstractThis paper is concerned with quasiparallelism relation in a finite planar space S. In partic...
AbstractIn this paper, quasiparallelism relation in finite planar spaces is investigated. This shed ...
AbstractThe quasiparallelism relation on the lines of a finite linear space is investigated in conne...
AbstractThe finite planar spaces containing at least one pair of planes intersecting in exactly one ...
AbstractIn this note, we characterize finite three-dimensional affine spaces as the only linear spac...
In the preceding paper (see [2]) we defined and investigated quasibilinear functionate on vector sp...
AbstractLet L be a finite geometric lattice of rank 4 (i.e., a planar space) such that any two plane...
Let S be a finite linear space for which there is a non-negative integer s such that for any two dis...
A set of type $(m,n)$ is a set $\mathcal K$ of points of a planarspace with the property that each...
AbstractA π-space is a planar space all of whose planes are isomorphic to a given linear space π. Th...
AbstractIn this paper we give a characterization of the Grassmann space of a planar space
AbstractIn 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν li...
General (i.e. including non-continuous and non-Archimedean) absolute planes have been classified in ...
AbstractLet S be a finite, planar, linear space of dimension n⩾3 such that (1) each line has q − 1, ...
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