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- W2092793106 abstract "If to every point x of a convex polyhedron M ⊂ En there corresponds an open ball with center at x and radius f(x), where f is any positive function, then M can be split into simplexes so that every simplex is covered by those balls whose centers lie at the vertices of the simplexes." @default.
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- W2092793106 title "On a triangulation consistent with covering" @default.
- W2092793106 doi "https://doi.org/10.1007/bf01249524" @default.
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