Towards Computing a Near-Maximum Weighted Independent Set on Massive Graphs

Author:

Gu Jiewei1,Zheng Weiguo1,Cai Yuzheng1,Peng Peng2

Affiliation:

1. Fudan University, Shanghai, China

2. Hunan University, Hunan, China

Funder

National Key Research and Development Program of China under grant

National Natural Science Foundation of China

Science and Technology Committee Shanghai Municipality

Publisher

ACM

Reference39 articles.

1. Branch-and-reduce exponential/FPT algorithms in practice: A case study of vertex cover

2. Fast local search for the maximum independent set problem

3. A maximum independent set approach for collusion detection in voting pools

4. William Brendel Mohamed R. Amer and Sinisa Todorovic. [n.d.]. Multiobject tracking as maximum weight independent set. In CVPR. 1273--1280. William Brendel Mohamed R. Amer and Sinisa Todorovic. [n.d.]. Multiobject tracking as maximum weight independent set. In CVPR. 1273--1280.

5. Segmentation as Maximum-Weight Independent Set;Brendel William;NIPS,2010

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2. Fast Parameterized Preprocessing for Polynomial-Time Solvable Graph Problems;Communications of the ACM;2024-03-25

3. Efficient computation of maximum weighted independent sets on weighted dynamic graph;The Journal of Supercomputing;2023-12-22

4. Finding Near-Optimal Weight Independent Sets at Scale;Proceedings of the Genetic and Evolutionary Computation Conference;2023-07-12

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