Communications - Scientific Letters of the University of Zilina 2005, 7(3):64-67 | DOI: 10.26552/com.C.2005.3.64-67

Mathematical Support of Crisis Planning

I. Milata1, Lenka Rostekova1, Vladislav Kaspar1, Zdenek Dvorak1
1 Department of Technical Sciences and Informatics, Faculty of Special Engineering, University of Zilina, Slovakia

It is impossible to eliminate the occurrence of crises and crises situations in society, nature and in production processes. That is why it is necessary to search for such paths and procedures, which would minimise the crises processes and consequences. Methods of mathematical statistics provide valuable information for crises planning in the sphere of mathematical forecasting.

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Published: September 30, 2005  Show citation

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Milata, I., Rostekova, L., Kaspar, V., & Dvorak, Z. (2005). Mathematical Support of Crisis Planning. Communications - Scientific Letters of the University of Zilina, 7(3), 64-67. doi: 10.26552/com.C.2005.3.64-67
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    References

    1. SOUŠEK, R.: Crisis management of transport (in Czech), Institute of Jan Perner, o.p.s 2002, Pardubice, ISBN 978-80-86530-06-2.
    2. VORLÍČEK, M.: Selected chapters from mathematical statistics (in Czech), Ministerstvo národní obrany Praha, 1968.
    3. KOŽÍŠEK, J.: Mathematical statistics and statistics analysis (in Czech), Ediční středisko ČVUT Praha, 1981.
    4. ŠIMÁK, Ladislav: Crisis management in public administration (in Slovak), Žilina, FŠI ŽU, RVS, 2001. ISBN 80-88829-13-5.
    5. BRANDALÍK, F., KLUVÁNEK, P.: Operation analysis in railway transport (in Slovak), ALFA, Bratislava

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