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20102026
most citedLinear Time Approximation Schemes for Geometric Maximum Coverage

15 citations · 74 across the 39 of their papers we have counts for

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Showing 2017Show all

7 papers · 1 filter

cs.DS2017★ 2 cited

An -Time Algorithm for the k-Center Problem in Trees

Haitao Wang, Jingru Zhang

We consider a classical k-center problem in trees. Let T be a tree of n vertices and every vertex has a nonnegative weight. The problem is to find k centers on the edges of T such…

cs.CG2017

Covering Uncertain Points in a Tree

Haitao Wang, Jingru Zhang

In this paper, we consider a coverage problem for uncertain points in a tree. Let T be a tree containing a set P of n (weighted) demand points, and the location of each demand poin…

cs.CG2017

Algorithms for Covering Multiple Barriers

Shimin Li, Haitao Wang

In this paper, we consider the problems for covering multiple intervals on a line. Given a set of line segments (called "barriers") on a horizontal line and another set…

cs.CG2017

Quickest Visibility Queries in Polygonal Domains

Haitao Wang

Let be a point in a polygonal domain of holes and vertices. We consider a quickest visibility query problem. Given a query point in , t…

cs.CG2017

Bicriteria Rectilinear Shortest Paths among Rectilinear Obstacles in the Plane

Haitao Wang

Given a rectilinear domain of pairwise-disjoint rectilinear obstacles with a total of vertices in the plane, we study the problem of computing bicriteria rect…

cs.CG2017★ 15 cited

Linear Time Approximation Schemes for Geometric Maximum Coverage

Kai Jin, Jian Li, Haitao Wang +2

We study approximation algorithms for the following geometric version of the maximum coverage problem: Let be a set of weighted points in the plane. Let repre…

cs.IT2017

Improved Algorithms For Structured Sparse Recovery

Lingxiao Huang, Yifei Jin, Jian Li +1

It is known that certain structures of the signal in addition to the standard notion of sparsity (called structured sparsity) can improve the sample complexity in several compressi…