DOIAbstract
This expository paper discusses some conjectures related to visibility and blockers for sets of points in the plane.
This expository paper discusses some conjectures related to visibility and blockers for sets of points in the plane.
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
AbstractA semioval in a projective plane Π is a set S of points such that for every pointP∈S, there ...
Abstract. This expository paper discusses some conjectures related to visibility and blockers for se...
This paper studies problems related to visibility among points in the plane. A point x blocks two po...
Abstract. This paper studies problems related to visibility among points in the plane. A point x blo...
I will introduce the concept of ‘visibility ’ in the context of fractal sets, with emphasis on subse...
S Affine blocking sets or intersection sets Simeon Ball Faculty of Discrete Mathematics Technica...
Abstract. We consider the analog of visibility problems in hyperbolic plane (repre-sented by Poincar...
We study a new class of visibility problems based on the notion of α-visibility. Given an angle α an...
Abstract. We find the size of the smallest subset of the set of integer lattice points, such that ev...
© 2014 Dr. Michael S. PayneIn this thesis various combinatorial problems relating to the geometry of...
In the thesis we study visibility graphs focusing on the Big Line Big Clique conjecture. For a given...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
We study a new class of visibility problems based on the notion of α-visibility. Given an angle α an...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
AbstractA semioval in a projective plane Π is a set S of points such that for every pointP∈S, there ...
Abstract. This expository paper discusses some conjectures related to visibility and blockers for se...
This paper studies problems related to visibility among points in the plane. A point x blocks two po...
Abstract. This paper studies problems related to visibility among points in the plane. A point x blo...
I will introduce the concept of ‘visibility ’ in the context of fractal sets, with emphasis on subse...
S Affine blocking sets or intersection sets Simeon Ball Faculty of Discrete Mathematics Technica...
Abstract. We consider the analog of visibility problems in hyperbolic plane (repre-sented by Poincar...
We study a new class of visibility problems based on the notion of α-visibility. Given an angle α an...
Abstract. We find the size of the smallest subset of the set of integer lattice points, such that ev...
© 2014 Dr. Michael S. PayneIn this thesis various combinatorial problems relating to the geometry of...
In the thesis we study visibility graphs focusing on the Big Line Big Clique conjecture. For a given...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
We study a new class of visibility problems based on the notion of α-visibility. Given an angle α an...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
Lower bounds are given for the number of lines blocked by a set of q + 2 points in a projective plan...
AbstractA semioval in a projective plane Π is a set S of points such that for every pointP∈S, there ...
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