Add to ORKGIn this article, we show that a linear space whose parameters are those of the complement of a subset in a finite projective plane pi of order n such that no line is removed and a sufficient number of lines lost only one point, is projectively extended linear space.U ovom članku se pokazuje da je projektivno prošireni linearni prostor onaj linearni prostor čiji parametri su parametri komplementa podskupa konačne projektivne ravnine pi reda n tako da niti jedan pravac nije odstranjen, a dovoljan broj pravaca gubi samo jednu točku
AbstractThe quasiparallelism relation on the lines of a finite linear space is investigated in conne...
AbstractIt is shown that a finite linear space with maximal point degree n + 1 can be embedded in a ...
AbstractIn this paper linear sets of finite projective spaces are studied and the “dual” of a linear...
In this article, we show that a linear space whose parameters are those of the complement of a subse...
In this article, we show that a linear space whose param-eters are those of the complement of a subs...
AbstractIn 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν li...
In 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν lines, wit...
AbstractLinear spaces with υ >n2 − 12n + 1 points, b⩽n2 + n + 1 lines and not constant point degree ...
AbstractThe aim of this paper is to settle a question about the partitioning of the projective plane...
A linear space is an incidence structure of points and lines such that every pair of points is conta...
Bu çalışma dört bölümden oluşmaktadır. Çalışmada verilenler bir yaklaşık- lineer uzayda "koneksiyon ...
Bu çalışma dört bölümden oluşmaktadır. Çalışmada verilenler bir yaklaşık- lineer uzayda "koneksiyon ...
In this note we investigate some properties of lines of maximal size in a finite linear space. Also,...
AbstractIn this note we examine the problem of embedding into finite projective planes finite linear...
AbstractIt is shown that a finite linear space with maximal point degree n + 1 can be embedded in a ...
AbstractThe quasiparallelism relation on the lines of a finite linear space is investigated in conne...
AbstractIt is shown that a finite linear space with maximal point degree n + 1 can be embedded in a ...
AbstractIn this paper linear sets of finite projective spaces are studied and the “dual” of a linear...
In this article, we show that a linear space whose parameters are those of the complement of a subse...
In this article, we show that a linear space whose param-eters are those of the complement of a subs...
AbstractIn 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν li...
In 1948, De Bruijn and Erdös proved that a finite linear space on ν points has at least ν lines, wit...
AbstractLinear spaces with υ >n2 − 12n + 1 points, b⩽n2 + n + 1 lines and not constant point degree ...
AbstractThe aim of this paper is to settle a question about the partitioning of the projective plane...
A linear space is an incidence structure of points and lines such that every pair of points is conta...
Bu çalışma dört bölümden oluşmaktadır. Çalışmada verilenler bir yaklaşık- lineer uzayda "koneksiyon ...
Bu çalışma dört bölümden oluşmaktadır. Çalışmada verilenler bir yaklaşık- lineer uzayda "koneksiyon ...
In this note we investigate some properties of lines of maximal size in a finite linear space. Also,...
AbstractIn this note we examine the problem of embedding into finite projective planes finite linear...
AbstractIt is shown that a finite linear space with maximal point degree n + 1 can be embedded in a ...
AbstractThe quasiparallelism relation on the lines of a finite linear space is investigated in conne...
AbstractIt is shown that a finite linear space with maximal point degree n + 1 can be embedded in a ...
AbstractIn this paper linear sets of finite projective spaces are studied and the “dual” of a linear...