activity
20092017
most citedOn the X-ray number of almost smooth convex bodies and of convex bodies of constant width

17 citations · 29 across the 8 of their papers we have counts for

collaborators

8 papers

math.CO2017★ 1 cited

On chromatic indices of finite affine spaces

Gabriela Araujo-Pardo, György Kiss, Christian Rubio-Montiel +1

The pseudoachromatic index of the finite affine space denoted by is the the maximum number of colors in any complete line-coloring of $\…

math.CO2017★ 3 cited

On line colorings of finite projective spaces

Gabriela Araujo-Pardo, György Kiss, Christian Rubio-Montiel +1

In this paper, we prove lower and upper bounds on the achromatic and the pseudoachromatic indices of the -dimensional finite projective space of order .

math.CO2015

On the spectrum of sizes of semiovals contained in the Hermitian curve

Daniele Bartoli, Gyorgy Kiss, Stefano Marcugini +1

Some constructions and bounds on the sizes of semiovals contained in the Hermitian curve are given. A construction of an infinite family of 2-blocking sets of the Hermitian curve i…

math.CO2014

2-semiarcs in ,

Daniele Bartoli, Giorgio Faina, György Kiss +2

A -semiarc is a pointset with the property that the number of tangent lines to at each of its points is two. Using some theoretical results and…

math.CO2014★ 5 cited

A note on -factorizations of complete multigraphs arising from designs

György Kiss, Christian Rubio-Montiel

Some new infinite families of simple, indecomposable -factorizations of the complete multigraph are presented. Most of the constructions come from finite geometries.

math.CO2013

Semiarcs with a long secant in

Bence Csajbók, Tamás Héger, György Kiss

A -semiarc is a pointset with the property that the number of tangent lines to at each of its points is . We show that if a small -semiarc ${\cal…

cs.DS2011★ 3 cited

Large primes in generalized Pascal triangles

G. Farkas, G. Kallós, G. Kiss

In this paper, after presenting the results of the generalization of Pascal triangle (using powers of base numbers), we examine some properties of the 112-based triangle, most of a…

math.MG2009★ 17 cited

On the X-ray number of almost smooth convex bodies and of convex bodies of constant width

Karoly Bezdek, Gyorgy Kiss

The X-ray numbers of some classes of convex bodies are investigated. In particular, we give a proof of the X-ray Conjecture as well as of the Illumination Conjecture for almost smo…