Congreso de Geometría Computacional (15º. 2013. Sevilla)
Recent Submissions
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Flips in combinatorial pointed pseudo-triangulations with face degree at most four
(2013)In this paper we consider the flip operation for combinatorial pointed pseudo-triangulations where faces have size 3 or ...
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Monotone crossing number of complete graphs
(2013)In 1958, Hill conjectured that the minimum number of crossings in a drawing of Kn is exactly Z(n) = 1/4 n-1/2/2 n−2/2 ...
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On 4-connected geometric graphs
(2013)Given a set S of n points in the plane, in this paper we give a necessary and sometimes sufficient condition to build a 4-connected non-crossing geometric graph on S.
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Phase transitions in the Ramsey-Turán theory
(2013)Let f(n) be a function and L be a graph. Denote by RT(n, L, f(n)) the maximum number of edges of an L-free graph on n ...
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The alternating path problem revisited
(2013)It is well known that, given n red points and n blue points on a circle, it is not always possible to find a plane geometric ...
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Witness bar visibility
(2013)Bar visibility graphs were introduced in the seventies as a model for some VLSI layout problems. They have been also studied ...
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On making a graph crossing-critical
(2013)A graph is crossing-critical if its crossing number decreases when we remove any of its edges. Recently it was proved that ...
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On three parameters of invisibility graphs
(2013)The invisibility graph I(X) of a set X ⊆ Rd is a (possibly infinite) graph whose vertices are the points of X and two ...
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Improved enumeration of simple topological graphs
(2013)A simple topological graph T = (V (T ), E(T )) is a drawing of a graph in the plane where every two edges have at most one ...
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Stackable tessellations
(2013)We introduce a class of solids that can be constructed gluing stackable pieces, which has been proven to have advantages ...
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Stabbing simplices of point sets with k-flats
(2013)Let S be a set of n points in Rd in general position. A set H of k-flats is called an mk-stabber of S if the relative ...
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Note on the number of obtuse angles in point sets
(2013)In 1979 Conway, Croft, Erd\H{o}s and Guy proved that every set SS of nn points in general position in the plane determines ...
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Empty convex polytopes in random point sets
(2013)Given a set P of points in Rd, a convex hole (alternatively, empty convex polytope) of P is a convex polytope with vertices ...
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Simulating distributed algorithms for lattice agents
(2013)We present a practical Java tool for simulating synchronized distributed algorithms on sets of 2-and 3-dimensional ...
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A symbolic-numeric dynamic geometry environment for the computation of equidistant curves
(2013)A web-based system that determines point/curve and curve/curve bisectors in a dynamic geometry system in a completely ...
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Simulated annealing applied to the MWPT problem
(2013)The Minimum Weight Pseudo-Triangulation (MWPT) problem is suspected to be NP-hard. We show here how Simulated Annealing ...
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SensoGraph: Using proximity graphs for sensory analysis
(2013)Sensory evaluation of foods is as important as chemical, physical or microbiological examinations, being specially relevant ...
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Drawing the double circle on a grid of minimum size
(2013)In 1926, Jarník introduced the problem of drawing a convex n-gon with vertices having integer coordinates. He constructed ...
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On the nonexistence of k-reptile simplices in R3 and R4
(2013)A d-dimensional simplex S is called a k-reptile (or a k-reptile simplex) if it can be tiled without overlaps by k simplices ...