Oct 3, 2017 · We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in \mathbb{R}^d, that arrive one by one, cover the points by balls of ...
Feb 24, 2020 · We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in , that arrive one by one, cover the points by balls of unit radius.
Jan 3, 2020 · We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in Rd, that arrive one by one, cover the points by ...
Aug 24, 2018 · We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in Rd, that arrive one by one, cover the points by ...
Nov 16, 2018 · We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in , that arrive one by one, cover the points by ...
Dec 15, 2018 · We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in, that arrive one by one, cover the points by ...
We revisit the online Unit Covering problem in higher dimensions: Given a set of n points in Rd, that arrive one by one, cover the points by balls of unit ...
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May 29, 2019 · In this talk, we explore how the competitive ratio of online algorithms depend on the dimension in. Euclidean spaces.Under the L∞ norm, we show ...
May 1, 2022 · We revisit the online Unit Clustering and Unit Covering problems in higher dimensions: Given a set of n points in a metric space, that arrive one by one.
Jun 15, 2016 · Each spherical cap roughly covers a fraction (1−α2)d/2 of the unit sphere, so T=(1−α2)−d/2 vectors sampled at random from the sphere would form ...