A lower bound on the minimum degree of the plane algebraic curves containing every point in a large point-set K of the Desarguesian plane $\mathrm{PG}(2,q)$ is obtained. The case where $K$ is a maximal $(k,n)$-arc is considered in greater depth
In the projective plane PG(2, q), upper bounds on the smallest size t(2)(2, q) of a complete arc are...
We investigate complete arcs of degree greater than two, in projective planes over finite fields, ar...
In 1974, J. Thas constructed a new class of maximal arcs for the Desarguesian plane of order $q^2$....
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
There are three types of maximal arcs in the planes of order 16, the hy- perovals of degree 2, the d...
This paper examines subsets with at most n points on a line in the projective plane π q = PG(2, q). ...
AbstractIn a recent paper R. Mathon gave a new construction method for maximal arcs in finite Desarg...
We study the problem of determining the largest d of a non-Denniston maximal arc of degree 2d genera...
We prove that 15 is the maximal size of a 3-arc in the projective plane of order 8. 1 Introduction ...
AbstractIn a recent paper, Mathon (J. Combin. Theory (A) 97 (2002) 353) gives a new construction of ...
AbstractConstructions are described of maximal arcs in Desarguesian projective planes utilizing sets...
For q an odd prime power, and 1 < n < q, the Desarguesian plane PG(2,q) does not contain an (...
AbstractIn 1969 Denniston [3] gave a construction of maximal arcs of degree d in Desarguesian projec...
We study the problem of determining the largest d of a non-Denniston max-imal arc of degree 2 d gen...
In the projective plane PG(2, q), upper bounds on the smallest size t(2)(2, q) of a complete arc are...
We investigate complete arcs of degree greater than two, in projective planes over finite fields, ar...
In 1974, J. Thas constructed a new class of maximal arcs for the Desarguesian plane of order $q^2$....
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
There are three types of maximal arcs in the planes of order 16, the hy- perovals of degree 2, the d...
This paper examines subsets with at most n points on a line in the projective plane π q = PG(2, q). ...
AbstractIn a recent paper R. Mathon gave a new construction method for maximal arcs in finite Desarg...
We study the problem of determining the largest d of a non-Denniston maximal arc of degree 2d genera...
We prove that 15 is the maximal size of a 3-arc in the projective plane of order 8. 1 Introduction ...
AbstractIn a recent paper, Mathon (J. Combin. Theory (A) 97 (2002) 353) gives a new construction of ...
AbstractConstructions are described of maximal arcs in Desarguesian projective planes utilizing sets...
For q an odd prime power, and 1 < n < q, the Desarguesian plane PG(2,q) does not contain an (...
AbstractIn 1969 Denniston [3] gave a construction of maximal arcs of degree d in Desarguesian projec...
We study the problem of determining the largest d of a non-Denniston max-imal arc of degree 2 d gen...
In the projective plane PG(2, q), upper bounds on the smallest size t(2)(2, q) of a complete arc are...
We investigate complete arcs of degree greater than two, in projective planes over finite fields, ar...
In 1974, J. Thas constructed a new class of maximal arcs for the Desarguesian plane of order $q^2$....
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