The optimal lower density of covering the plane by unit circular disks is denoted by γ ( D ) and is defined as γ ( D ) = inf F lim inf λ → ∞ γ ( λ , F ) .
Sep 28, 2018 · Abstract:We are interested in the following problem of covering the plane by a sequence of congruent circular disks with a constraint on the ...
Jun 17, 2020 · First we prove that for a given covering of the plane by unit circular disks, we can partition the plane into convex bounded polygonal regions ...
We are interested in the following problem of covering the plane with congruent circular discs with a constraint on the distance between "consecutive" discs.
Apr 30, 2011 · Proceed to cover the plane with the disks according to the enumeration until p1 gets covered. Then move out of the covering disk in the positive ...
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Covering the plane by a sequence of circular disks with a constraint. A Bhattacharya, A Mondal. Computational Geometry 91, 101680, 2020. 2020. On Critical ...
This is equivalent to a set-cover problem, where we want to cover a set of n points with set of circular disks of radius δ. In general, set cover is a hard ...
Covering the plane by a sequence of circular disks with a constraint · A. BhattacharyaA. Mondal. Mathematics. Computational geometry. 2020. Add to Library.
We are interested in the following problem of covering the plane with congruent circular discs with a constraint on the distance between "consecutive" discs.
Mar 19, 2019 · Start with a hierarchical clustering solution to the problem. · You could probably then use gradient descent to move the centers of the disks ( ...
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