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DTSTAMP:20260609T153756Z
SUMMARY:London Mathematical Society - Minisymposium
DESCRIPTION;ENCODING=QUOTED-PRINTABLE: =0D=0A=
    The LMS Minisymposium=0D=0A=
    This minisymposium will examine advanced decomposition methods with respect to discretisation for evolution equations. =0D=0A=
    Typically the equation being considered here is systems of parabolic equations with applications to transport phenomena, =0D=0A=
    heat transfer models, micro heat transfer problems, financial and economic problems, and medical applications. The =0D=0A=
    decomposition to be considered includes three different aspects, which include (1) spatial decomposition in the form =0D=0A=
    of decoupling of the spatial axes, (2) temporal decomposition induced by transformation and Lie group, and (3) decomposition =0D=0A=
    within micro-scale computational domains. All decomposition algorithms exploited at this minisymposium will be tested against =0D=0A=
    modern parallel or distributed computer architectures in order to ensure efficient use of their computational capabilities.=0D=0A=
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    This LMS minisymposium will be operated under the auspices of the 12th International Symposium on Distributed Computing and =0D=0A=
    Applications to Business, Engineering, and Sciences (DCABES2013) (See also http://www.dcabes.org) and held at the same venue =0D=0A=
    at Kingston University, 2-4 September 2013. The local organizer for DCABES2013 is Prof. Souheil Khaddaj, Faculty of Science, =0D=0A=
    Engineering and Compuitng, Penrhyn Road, Kingston upon Thames, Surrey KT1 2EE.=0D=0A=
=0D=0A=
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    The programme of this LMS meeting consists of invited talks, contributed talks, a poster session, short PhD project presentations, =0D=0A=
    and a panel session on the third day. The panel session will be held on day three in the morning, consisting of all invited speakers =0D=0A=
    as the panel members, on the future trend of decomposition techniques and their numerical properties on parallel and distributed =0D=0A=
    computing environments.=0D=0A=
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    Call for Papers and Participation=0D=0A=
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    Paper submission due: 10/05/2013. A short paper of no more than four pages to be submitted via the DCABES2013 conference submission site.=0D=0A=
=0D=0A=
    Important note: For LMS minisymposium participants please add to the end of your =0D=0A=
    paper title this "(Decomposition Methods)" in order for papers to be allocated by the DCABES2013 organizer to =0D=0A=
    appropriate reviewers.=0D=0A=
=0D=0A=
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    Notification of acceptance: 24/05/2013; Camera ready paper submission: 10/06/2013.=0D=0A=
=0D=0A=
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    Registration: On or before 31/07/2013=0D=0A=
=0D=0A=
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    Proceedings publication: Please see DCABES2013 conference submission site.=0D=0A=
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    Post-conference journal publication: Authors presenting their papers at this LMS minisymposium will be invited to submit an =0D=0A=
    extended version of the presented paper to the special issue entitled 'Advanced Decomposition Methods for PDEs' of the =0D=0A=
    Journal of Algorithms and Computational Technology for review and publication.=0D=0A=
=0D=0A=
=0D=0A=
    =0D=0A=
        =0D=0A=
            Prof. Choi-Hong Lai=0D=0A=
            School of Computing and Mathematical Sciences=0D=0A=
            University of Greenwich=0D=0A=
            London SE10 9LS=0D=0A=
            UK=0D=0A=
            Tel. +44 20 8331 8712=0D=0A=
            E-mail: C.H.Lai@greenwich.ac.uk=0D=0A=
        =0D=0A=
        =0D=0A=
            Prof. Qin Sheng=0D=0A=
            Department of Mathematics=0D=0A=
            Baylor University=0D=0A=
            Waco, TX 76798-7328=0D=0A=
            USA=0D=0A=
            Tel. +1 254 710 1241=0D=0A=
            E-mail: Qin_Sheng@baylor.edu=0D=0A=
        =0D=0A=
    =0D=0A=

LOCATION: Kingston University, London, UK
DTSTART;TZID=US_Central:20130902T000000
DTEND;TZID=US_Central:20130904T000000
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