Vorobyev, Oleg Yu. (2013): Applicable eventology of safety: inconclusive totals. Published in: XII International Conference on FAM and Eventology of Safety, Siberian Federal University, Krasnoyarsk, Russia, 2013 (27 April 2013): pp. 39-48.
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Abstract
Totals of the eventological safety system modeling is considered for examples and illustrations, which are intended to demonstrate the main features of the algorithm for calculating the risk of a dangerous event at the company under established the event-related circumstances based on the portfolio of identification indicators of company safety; inter alia the examples and illustrations show the role and functions (in calculating the risk) of the three main event-based figurants in the safety eventological system: the total subject, the total object and the total barrier; and most importantly they reveal the key of eventological approach applicability for the field of safety in the methods for selecting the optimal portfolio of identification indicators of safety providing specified accuracy of estimating risk of the dangerous event for this company by minimal expert costs.
Item Type: | MPRA Paper |
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Original Title: | Applicable eventology of safety: inconclusive totals |
Language: | English |
Keywords: | Eventology, applicable eventology, probability theory, event, probability, set of events, algebra of events, mean probable event, value of an event, Gibbsean event-based model, event identification, total subject, total object, total barrier, portfolio of identification indicators, accuracy of estimating risk, minimum cost of expert. |
Subjects: | C - Mathematical and Quantitative Methods > C0 - General > C02 - Mathematical Methods C - Mathematical and Quantitative Methods > C3 - Multiple or Simultaneous Equation Models ; Multiple Variables > C30 - General |
Item ID: | 48103 |
Depositing User: | Prof Oleg Yu Vorobyev |
Date Deposited: | 08 Jul 2013 07:17 |
Last Modified: | 27 Sep 2019 19:54 |
References: | [1] O. Yu. Vorobyev. Eventology. Siberian Federal University, Krasnoyarsk, Russia, 2007, 435p. (in Russian, abstract in English), http://eventology-theory.com/0-books/1- VorobyevOleg~2007~Eventology~435p.pdf. [2] O. Yu. Vorobyev. Eventology of safety. Proc. of the X Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):92–101, 2011 (in Russian, abstract in English). [3] O. Yu. Vorobyev. Eventological system analysis of safety in pictures. In. Proc. of the XI Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):113–125, 2012 (in Russian, abstract in English). [4] O. Yu. Vorobyev. To express and to measure: successes of applicable eventology. In. Proc. of the XVI Intern. EM conference on eventological mathematics and related fields, Krasnoyarsk: SFU (Oleg Vorobyev ed.):44–49, 2012 (in Russian, abstract in English). [5] O. Yu. Vorobyev. Eventological analysis of systems: an event system under the off-system circumstances. In. Proc. of the XI Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):126–130, 2012 (in Russian, abstract in English). [6] O. Yu. Vorobyev. A total system and a totality of systems: eventological similarity and distinction. In. Proc. of the XI Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):131–138, 2012 (in Russian, abstract in English). [7] O. Yu. Vorobyev. A mean probability event for a set of events. In. Proc. of the XI Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):139–147, 2012 (in Russian, abstract in English). [8] O. Yu. Vorobyev. Event means in eventology, its asymptotic properties, interpretations and visualization. In. Proc. of the XVI Intern. EM conference on eventological mathematics and related fields, Krasnoyarsk: SFU (Oleg Vorobyev ed.):50–56, 2012 (in Russian, abstract in English). [9] A. A. Novosyolov. Fire risk control and optimization under natural conditions and in technical objects. In. Proc. of the XI Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):285–287, 2012 (in Russian, abstract in English). [10] A. A. Novosyolov. Some problems of fire risk control. In. Proc. of the XII Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):259–265, 2013 (in Russian, abstract in English). [11] Amelchugov S. P., Andreev Yu. A., Komarov S. Yu. Assessment of forest fire risks. In. Proc. of the X Intern. FAMES Conf. on Financial and Actuarial Mathematics and Eventology of Safety, Krasnoyarsk, SFU (Oleg Vorobyev ed.):33–38, 2011 (in Russian, abstract in English). |
URI: | https://mpra.ub.uni-muenchen.de/id/eprint/48103 |