Matemáticas: Recent submissions
Now showing items 81-100 of 335
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Presentation
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 ...
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Equipartitioning triangles
(2013)An intriguing conjecture of Nandakumar and Ramana Rao is that for every convex body K ⊆ R2, and for any positive integer ...
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Abstract Voronoi diagrams
(2013)Abstract Voronoi diagrams are a unifying framework that covers many types of concrete Voronoi diagrams. This talk reports on the state of the art, including recent progress.
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Distance domination, guarding and vertex cover for maximal outerplanar graphs
(2013)In this paper we de ne a distance guarding concept on plane graphs and associate this concept with distance domination and ...
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On the enumeration of permutominoes
(2013)Although the exact counting and enumeration of polyominoes remain challenging open problems, several positive results were ...
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An algorithm that constructs irreducible triangulations of once-punctured surfaces
(2013)A triangulation of a surface is irreducible if there is no edge whose contraction produces another triangulation of the ...
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Computing the stretch of an embedded graph
(2013)Let G be a graph embedded in an orientable surface Σ, possibly with edge weights, and denote by len(γ) the length (the ...
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On the barrier-resilience of arrangements of ray-sensors
(2013)Given an arrangement A of n sensors and two points s and t in the plane, the barrier resilience of A with respect to s and ...
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Three location tapas calling for CG sauce
(2013)Based on some recent modelling considerations in location theory we call for study of three CG constructs of Voronoi type that seem not to have been studied much before.
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Metaheuristic approaches for the minimum dilation triangulation problem
(2013)We focus on the development of approximated algorithms to find high quality triangulations of minimum dilation because the ...
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Parallel constrained Delaunay triangulation
(2013)In this paper we propose a new GPU method able to compute the 2D constrained Delaunay triangulation of a planar straight ...