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  1. GAMA: Genetic Algorithm for k-Coverage and Connectivity with Minimum Sensor Activation in Wireless Sensor Networks

    In wireless sensor networks, ensuring k-coverage and connectivity is crucial in order to efficiently gather data and relay it back to the base...
    Syed F. Zaidi, Kevin W. Gutama, Habib M. Ammari in Combinatorial Optimization and Applications
    Conference paper 2024
  2. Algorithms for the Ridesharing with Profit Constraint Problem

    Mobility-on-demand (MoD) ridesharing is a promising way to improve the occupancy rate of personal vehicles and reduce traffic congestion and...
    Qian-** Gu, Jiajian Leo Liang in Combinatorial Optimization and Applications
    Conference paper 2024
  3. Mechanism Design for Time-Varying Value Tasks in High-Load Edge Computing Markets

    A large number of computing task requests are generated by user terminals during peak hours in high-demand areas, but the resource capacity of edge...
    Qie Li, Zichen Wang, Hongwei Du in Combinatorial Optimization and Applications
    Conference paper 2024
  4. Maximizing Utilitarian and Egalitarian Welfare of Fractional Hedonic Games on Tree-Like Graphs

    Fractional hedonic games are coalition formation games where the utility of a player is determined by the average value they assign to the members of...
    Tesshu Hanaka, Airi Ikeyama, Hirotaka Ono in Combinatorial Optimization and Applications
    Conference paper 2024
  5. Testing Higher-Order Clusterability on Graphs

    Analysis of higher-order organizations, usually small connected subgraphs called motifs, is a fundamental task on complex networks. This paper...
    Yifei Li, Donghua Yang, Jianzhong Li in Combinatorial Optimization and Applications
    Conference paper 2024
  6. Multi-Candidate Carpooling Routing Problem and Its Approximation Algorithms

    Motivated by the carpooling services, we investigate a new and more challenging scenario for carpooling and model it as the Multi-candidate...
    Jiale Zhang, **uqi Huang, ... Guihai Chen in Combinatorial Optimization and Applications
    Conference paper 2024
  7. Information Theory of Blockchain Systems

    In this paper, we apply the information theory to provide an approximate expression of the steady-state probability distribution for blockchain...
    Quan-Lin Li, Yaqian Ma, ... Yan-**a Chang in Combinatorial Optimization and Applications
    Conference paper 2024
  8. The Two Sheriffs Problem: Cryptographic Formalization and Generalization

    The two sheriffs problem is the following problem. There are two sheriffs, and each of them has their own list of suspects. Assuming that these lists...
    Kota Sugimoto, Takeshi Nakai, ... Mitsugu Iwamoto in Combinatorial Optimization and Applications
    Conference paper 2024
  9. Improving Contraction Hierarchies by Combining with All-Pairs Shortest Paths Problem Algorithms

    Contraction hierarchies (CH) is a two-phase effective shortest path algorithm for large-scale road networks based on node contraction. However, the...
    **nyu Song, Zhipeng Jiang, ... Suixiang Gao in Combinatorial Optimization and Applications
    Conference paper 2024
  10. Some Combinatorial Algorithms on the Dominating Number of Anti-rank k Hypergraphs

    Given a hypergraph H(V, E), a set of vertices \(S\subseteq V\)...
    Zhuo Diao, Zhongzheng Tang in Combinatorial Optimization and Applications
    Conference paper 2024
  11. A Novel Approximation Algorithm for Max-Covering Circle Problem

    We study the efficient approximation algorithm for max-covering circle problem. Given a set of weighted points in the plane and a circle with...
    Kaiqi Zhang, Siyuan Zhang, ... Jianzhong Li in Combinatorial Optimization and Applications
    Conference paper 2024
  12. EFX Allocation to Chores over Small Graph

    When allocating indivisible items among agents, achieving envy-free (EF) allocation is not always feasible. Hence a specific area of interest lies in...
    Huahua Miao, Sijia Dai, ... Yong Zhang in Combinatorial Optimization and Applications
    Conference paper 2024
  13. Graph Clustering Through Users’ Properties and Social Influence

    Clustering is a basic technology in data mining, and similarity measurement plays a crucial role in it. The existing clustering algorithms,...
    Jianxiong Guo, Zhehao Zhu, ... **aofeng Gao in Combinatorial Optimization and Applications
    Conference paper 2024
  14. Online Facility Assignment for General Layout of Servers on a Line

    In the online facility assignment on a line \(\textrm{OFAL}(S,c)\)...
    Tsubasa Harada, Toshiya Itoh in Combinatorial Optimization and Applications
    Conference paper 2024
  15. Two Exact Algorithms for the Packet Scheduling Problem

    We consider a classic packet scheduling problem [7] and its variants. This packet scheduling problem has applications in the areas of logistics, road...
    Conference paper 2024
  16. Minimum Monotone Tree Decomposition of Density Functions Defined on Graphs

    Monotone trees - trees with a function defined on their vertices that decreases the further away from a root node one travels, are a natural model...
    Conference paper 2024
  17. Dynamic Programming for the Fixed Route Hybrid Electric Aircraft Charging Problem

    Air mobility is rapidly moving towards the development and usage of hybrid electric aircraft in multi-flight missions. Aircraft operators must...
    Anthony Deschênes, Raphaël Boudreault, ... Claude-Guy Quimper in Combinatorial Optimization and Applications
    Conference paper 2024
  18. An Efficient Local Search Algorithm for Correlation Clustering on Large Graphs

    Correlation clustering (CC) is a widely-used clustering paradigm, with many applications to problems such as classification, database deduplication,...
    Nathan Cordner, George Kollios in Combinatorial Optimization and Applications
    Conference paper 2024
  19. On Half Guarding Polygons

    Given a polygon P and a set of potential guard locations \(G \in P\)...
    Erik Krohn, Alex Pahlow, Zhongxiu Yang in Combinatorial Optimization and Applications
    Conference paper 2024
  20. Near-Bipartiteness, Connected Near-Bipartiteness, Independent Feedback Vertex Set and Acyclic Vertex Cover on Graphs Having Small Dominating Sets

    In the Near-Bipartiteness problem, we are given a simple graph \(G=(V, E)\)...
    Maria Luíza L. da Cruz, Raquel S. F. Bravo, ... Uéverton S. Souza in Combinatorial Optimization and Applications
    Conference paper 2024
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