Debasish Ghose

  1. On Consensus under Polynomial Protocols.

    Authors: Debasish Ghose, Ambedkar Dukkipati, Joel George Manathara
    Subjects: Symbolic Computation
    Abstract

    In this paper we explore the possibility of using computational algebraic
    methods to analyze a class of consensus protocols. We state some necessary
    conditions for convergence under consensus protocols that are polynomials.

  2. Distributed Location Optimization for Sensors with Limited Range Heterogeneous Capabilities using Generalized Voronoi Partition.

    Authors: K.R. Guruprasad, Debasish Ghose
    Subjects: Optimization and Control
    Abstract

    In this paper we use a generalization of the Voronoi partition to formulate
    and solve a heterogeneous distributed locational optimization problem for
    autonomous agents having limited range sensors. Agents equipped with sensors
    having heterogeneity in their capabilities, communication equipment, and
    computational capability are to be optimally deployed in a domain of interest.
    The optimal deployment is found to be a variation of the generalized centroidal
    Voronoi configuration, where the sensors are located at the centroids of the
    corresponding generalized Voronoi cells.

  3. Generalized Voronoi Partition Based Multi-Agent Search using Heterogeneous Sensors.

    Authors: K.R. Guruprasad, Debasish Ghose
    Subjects: Optimization and Control
    Abstract

    In this paper we propose search strategies for heterogeneous multi-agent
    systems. Multiple agents, equipped with communication gadget, computational
    capability, and sensors having heterogeneous capabilities, are deployed in the
    search space to gather information such as presence of targets. Lack of
    information about the search space is modeled as an uncertainty density
    distribution. The uncertainty is reduced on collection of information by the
    search agents.

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