Monika Steinova

  1. On the Approximability and Hardness of Minimum Topic Connected Overlay and Its Special Instances.

    Authors: Jun Hosoda, Juraj Hromkovic, Taisuke Izumi, Horotaka Ono, Monika Steinova, Koichi Wada
    Subjects: Data Structures and Algorithms
    Abstract

    In the context of designing a scalable overlay network to support
    decentralized topic-based pub/sub communication, the Minimum Topic-Connected
    Overlay problem (Min-TCO in short) has been investigated: Given a set of t
    topics and a collection of n users together with the lists of topics they are
    interested in, the aim is to connect these users to a network by a minimum
    number of edges such that every graph induced by users interested in a common
    topic is connected. It is known that Min-TCO is NP-hard and approximable within
    O(log t) in polynomial time.

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