AbstractIt is shown that PG(4,9) contains a non-classical 10-arc. It is the first example of a (q + 1)-arc of PG(n, q), (q ood, 2⩽n⩽q −2), which is not a normal rational curve. Various properties of the arc are also derived
textThis work is composed of two independent parts, both addressing problems related to algebraic c...
textThis work is composed of two independent parts, both addressing problems related to algebraic c...
AbstractStarting from a partition of PG(3,q) into normal rational curves, a family of ruled varietie...
AbstractIt is shown that PG(4,9) contains a non-classical 10-arc. It is the first example of a (q + ...
AbstractTwo results are proved: (1) In PG(3, q), q = 2h, h ⩾ 3, every q3-arc can be uniquely complet...
AbstractWe study the relation between k-arcs and dual k-arcs. In particular, we look at the (q+2)-ar...
AbstractAll bounds of Bruen, Thas, and Blokhuis in [Invent. Math. 92 (1988), 441–459] are considerab...
AbstractTwo results are proved: (1) In PG(3, q), q = 2h, h ⩾ 3, every q3-arc can be uniquely complet...
AbstractWe study the relation between k-arcs and dual k-arcs. In particular, we look at the (q+2)-ar...
A normal rational curve of the (k - 1)- dimensional projective space over F-q is an arc of size q+1,...
A normal rational curve of the (k - 1)- dimensional projective space over F-q is an arc of size q+1,...
A normal rational curve of the (k - 1)- dimensional projective space over F-q is an arc of size q+1,...
In this study the presence of (k,n;f)-arcs of two characters (m,n) in the Projective Plane of order ...
A normal rational curve of the (k-1) -dimensional projective space over Fq is an arc of size q+1 , s...
A normal rational curve of the (k-1) -dimensional projective space over Fq is an arc of size q+1 , s...
textThis work is composed of two independent parts, both addressing problems related to algebraic c...
textThis work is composed of two independent parts, both addressing problems related to algebraic c...
AbstractStarting from a partition of PG(3,q) into normal rational curves, a family of ruled varietie...
AbstractIt is shown that PG(4,9) contains a non-classical 10-arc. It is the first example of a (q + ...
AbstractTwo results are proved: (1) In PG(3, q), q = 2h, h ⩾ 3, every q3-arc can be uniquely complet...
AbstractWe study the relation between k-arcs and dual k-arcs. In particular, we look at the (q+2)-ar...
AbstractAll bounds of Bruen, Thas, and Blokhuis in [Invent. Math. 92 (1988), 441–459] are considerab...
AbstractTwo results are proved: (1) In PG(3, q), q = 2h, h ⩾ 3, every q3-arc can be uniquely complet...
AbstractWe study the relation between k-arcs and dual k-arcs. In particular, we look at the (q+2)-ar...
A normal rational curve of the (k - 1)- dimensional projective space over F-q is an arc of size q+1,...
A normal rational curve of the (k - 1)- dimensional projective space over F-q is an arc of size q+1,...
A normal rational curve of the (k - 1)- dimensional projective space over F-q is an arc of size q+1,...
In this study the presence of (k,n;f)-arcs of two characters (m,n) in the Projective Plane of order ...
A normal rational curve of the (k-1) -dimensional projective space over Fq is an arc of size q+1 , s...
A normal rational curve of the (k-1) -dimensional projective space over Fq is an arc of size q+1 , s...
textThis work is composed of two independent parts, both addressing problems related to algebraic c...
textThis work is composed of two independent parts, both addressing problems related to algebraic c...
AbstractStarting from a partition of PG(3,q) into normal rational curves, a family of ruled varietie...
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