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Editorial

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    0535199 - ÚGN 2021 CZ eng A - Abstract
    Sysala, Stanislav - Tichý, P.
    Editorial.
    Application of mathematics 65. Vol. 2. Cham: Springer, 2020 - (Sysala, S.; Tichý P.). s. 121-122
    [Seminar on Numerical Analysis & Winter School. 21.01.2019-25.01.2019, Institute of Geonics of the CAS, Ostrava]
    Institutional support: RVO:68145535
    Keywords : editorial * special issue * numerical analysis
    OECD category: Applied mathematics

    A seminar on Numerical Analysis and Winter School 2019 (SNA’19) was held inOstrava, January 21–25, 2019, and organized by the Institute of Geonics (IGN) of the Czech Academy of Sciences in cooperation with VŠB-Technical University of Ostrava (VŠB). It was already the 14th meeting in the series of SNA events, which help to join Czech community working in the field of numerical mathematics and computer simulations. Besides IGN and VŠB, these meetings have been supported by the Institute of Mathematics and Institute of Computer Science of the Czech Academy of Sciences, the Charles University, the Czech Technical University in Prague and other institutions.

    The conference chairman of SNA’19 was Prof. Radim Blaheta, who also organized many previous SNA events, including the first SNA in 2003 devoted to the 70th birthday of Prof. Ivo Marek. The Winter School, promoted by Prof. Zdeněk Strakoš, has become a part of SNA since 2005. Other details about the history of SNA and also the obituary devoted to Prof. Ivo Marek can be found in Applicationsof Mathematics Vol. 62 (2017), No. 6, pp. 535–536 and 719–721.

    SNA’19 was attended by 74 participants, who presented invited lectures within the Winter School and more than 40 contributions in the form of oral presentations and posters. The Winter School lectures were devoted to the following topics: High-performance variants of Krylov subspace methods (E. Carson), An introduction to extended finite element methods (J. Haslinger), On the way from matrix to tensor computations (M. Plešinger), Guaranteed eigenvalue bounds for elliptic partial differential operators (T. Vejchodský).
    Permanent Link: http://hdl.handle.net/11104/0313287

     
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