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Coresets for Continuous $k$-Center in Hyperbolic Space

Park, Eunku
arXiv (All) · Papers
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computational-geometrydata-structures-and-algorithms
We study the continuous $k$-center problem in fixed-dimensional hyperbolic space. The input is a finite point set $P \subset \mathbb H^D$, while the centers may be placed anywhere in the ambient space. A nonempty subset $P_\varepsilon\subseteq P$ is an $\varepsilon$-coreset if every exact optimal co
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