• Login
    View Item 
    •   Research Bank Home
    • Unitec Institute of Technology
    • Study Areas
    • Computing
    • Computing Journal Articles
    • View Item
    •   Research Bank Home
    • Unitec Institute of Technology
    • Study Areas
    • Computing
    • Computing Journal Articles
    • View Item
    JavaScript is disabled for your browser. Some features of this site may not work without it.

    Service provision control in federated service providing systems

    Chen, Gang; Sarrafzadeh, Hossein; Pang, Shaoning

    Thumbnail
    Share
    Date
    2013-03
    Citation:
    Chen, G., Sarrafzadeh, A., and Pang, S. (2013). Service provision control in federated service providing systems. IEEE Transactions on Parallel and Distributed Systems. 24(3) : 587-600 doi 10.1109/TPDS.2012.150
    Permanent link to Research Bank record:
    https://hdl.handle.net/10652/2428
    Abstract
    Different from traditional P2P systems, individuals nodes of a Federated Service Providing (FSP) system play a more active role by offering a variety of domain-specific services. The service provision control (SPC) problem is an important problem of the FSP system and will be tackled in this paper within a stochastic optimization framework through several steps. The first step focuses on using stochastic differential equations (SDEs) to model and analyze the dynamic evolution of the service demand. Driven by the SDE model, expected future performance of a FSP system is analytically evaluated in the second step. Step three utilizes the differential evolution (DE) algorithm to identify near-optimal service-providing policies for each node. The service subscription protocol is further proposed in step four to help every node adjust its local policy in accordance with the services provided by other nodes. The four steps together implement a complete solution of the SPC problem and will be called the SDE-based service-provision control (SSPC) mechanism in this paper. Experimental evaluation of the mechanism has been reported in the paper. The results show that our approach is effective in tackling the SPC problem and may be therefore suitable for many practical applications.
    Keywords:
    peer to peer computing, mathematical model, stochastic processes, analytical models, vectors, system performance, differential equations, stochastic differential equation, P2P system, service management
    ANZSRC Field of Research:
    080201 Analysis of Algorithms and Complexity, 0805 Distributed Computing
    Copyright Holder:
    IEEE Transactions on Parallel and Distributed Systems

    Copyright Notice:
    The fulltext online paywall version is available from CSDIGITAL Library at http://www.computer.org/csdl/trans/td/2013/03/ttd2013030587-abs.html
    Available Online at:
    http://www.computer.org/csdl/trans/td/2013/03/ttd2013030587-abs.html
    Rights:
    This digital work is protected by copyright. It may be consulted by you, provided you comply with the provisions of the Act and the following conditions of use. These documents or images may be used for research or private study purposes. Whether they can be used for any other purpose depends upon the Copyright Notice above. You will recognise the author's and publishers rights and give due acknowledgement where appropriate.
    Metadata
    Show detailed record
    This item appears in
    • Computing Journal Articles [51]

    Te Pūkenga

    Research Bank is part of Te Pūkenga - New Zealand Institute of Skills and Technology

    • About Te Pūkenga
    • Privacy Notice

    Copyright ©2022 Te Pūkenga

    Usage

     
     

    Usage Statistics

    For this itemFor the Research Bank

    Share

    About

    About Research BankContact us

    Help for authors  

    How to add research

    Register for updates  

    LoginRegister

    Browse Research Bank  

    EverywhereInstitutionsStudy AreaAuthorDateSubjectTitleType of researchSupervisorCollaboratorThis CollectionStudy AreaAuthorDateSubjectTitleType of researchSupervisorCollaborator

    Te Pūkenga

    Research Bank is part of Te Pūkenga - New Zealand Institute of Skills and Technology

    • About Te Pūkenga
    • Privacy Notice

    Copyright ©2022 Te Pūkenga