This paper tabulates the results of a number of computer searches in projective planes of order 16. Maximal arcs of degree 4 are found in all but two of the known planes of order 16 (and their duals). Any such arc yields a resolvable 2-(52,4,1) design that admits at least 52 resolutions. Pairs of disjoint degree 4 maximal arcs are also shown to exist in certain of the planes giving rise to 104-sets of type (4, 8)
AbstractApart from hyperovals and their duals there are only three classes of maximal arcs known in ...
In 1974 J. A. Thas constructed a class of maximal arcs in certain translation planes of order q(2). ...
A combinatorial characterization of resolvable Steiner 2-(v, k, 1) designs embeddable as maximal arc...
This paper tabulates the results of a number of computer searches in projective planes of order 16. ...
The resolutions and maximal sets of compatible resolutions of all 2-(120,8,1) designs arising from m...
There are three types of maximal arcs in the planes of order 16, the hy- perovals of degree 2, the d...
AbstractIn 1969 Denniston [3] gave a construction of maximal arcs of degree d in Desarguesian projec...
AbstractIn a recent paper R. Mathon gave a new construction method for maximal arcs in finite Desarg...
AbstractConstructions are described of maximal arcs in Desarguesian projective planes utilizing sets...
In this paper we consider binary linear codes spanned by incidence matrices of Steiner 2-designs ass...
The subject of this paper are partial geometries pg(s, t, ?) with parameters s=d(d?-1),t=d?(d-1),?=(...
In 1969, Denniston gave a construction of maximal arcs of degree n in Desarguesian projective planes...
Apart from hyperovals and their duals there are only three classes of maximal arcs known in Desargue...
AbstractIn [13] the author constructed a class of maximal arcs in the Hall planes of even order. In ...
The paper has been presented at the International Conference Pioneers of Bulgarian Mathematics, Dedi...
AbstractApart from hyperovals and their duals there are only three classes of maximal arcs known in ...
In 1974 J. A. Thas constructed a class of maximal arcs in certain translation planes of order q(2). ...
A combinatorial characterization of resolvable Steiner 2-(v, k, 1) designs embeddable as maximal arc...
This paper tabulates the results of a number of computer searches in projective planes of order 16. ...
The resolutions and maximal sets of compatible resolutions of all 2-(120,8,1) designs arising from m...
There are three types of maximal arcs in the planes of order 16, the hy- perovals of degree 2, the d...
AbstractIn 1969 Denniston [3] gave a construction of maximal arcs of degree d in Desarguesian projec...
AbstractIn a recent paper R. Mathon gave a new construction method for maximal arcs in finite Desarg...
AbstractConstructions are described of maximal arcs in Desarguesian projective planes utilizing sets...
In this paper we consider binary linear codes spanned by incidence matrices of Steiner 2-designs ass...
The subject of this paper are partial geometries pg(s, t, ?) with parameters s=d(d?-1),t=d?(d-1),?=(...
In 1969, Denniston gave a construction of maximal arcs of degree n in Desarguesian projective planes...
Apart from hyperovals and their duals there are only three classes of maximal arcs known in Desargue...
AbstractIn [13] the author constructed a class of maximal arcs in the Hall planes of even order. In ...
The paper has been presented at the International Conference Pioneers of Bulgarian Mathematics, Dedi...
AbstractApart from hyperovals and their duals there are only three classes of maximal arcs known in ...
In 1974 J. A. Thas constructed a class of maximal arcs in certain translation planes of order q(2). ...
A combinatorial characterization of resolvable Steiner 2-(v, k, 1) designs embeddable as maximal arc...