Analytical geometry approach for information security risks analyses

Authors

  • Volodymyr Mokhor Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,, Ukraine
  • Vitalii Bezshtanko Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,, Ukraine
  • Serhii Honchar Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,, Ukraine
  • Hryhorii Kravtsov Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,, Ukraine
  • Ihor Kotsiuba Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,, Ukraine
  • Olha Kruk Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,, Ukraine
  • Oleksander Makarevych Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,, Ukraine
  • Yevhen Maksymenko Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,, Ukraine
  • Vasyl Tsurkan Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,, Ukraine

DOI:

https://doi.org/10.20535/2411-1031.2015.3.1.57731

Abstract

The main objective of the paper is to present new approach to assessment of complex risk in the process of creation of the information security management systems and design of systems of information protection. Main idea of the presented approach is based on the interpretation of properties of the plane equation in relevant three-dimensional space of primary probabilities. It opens up fresh opportunities for simple calculation of quantitative characteristics of complex risks and indicates the way of future investigations of complex risks reflected into analytic geometry models.

Keywords: equation of plane, complex risk, primary risks of information security, probability, harm.

Author Biographies

Volodymyr Mokhor, Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,

Doctor of technical sciences,
professor, head of department

Vitalii Bezshtanko, Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,

Head of laboratory

Serhii Honchar, Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,

Candidate of technical sciences,
doctoral student

Hryhorii Kravtsov, Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,

Candidate of technical sciences, 
doctoral student

Ihor Kotsiuba, Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,

Postgraduate student

Olha Kruk, Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,

Junior researcher

Oleksander Makarevych, Pukhov institute for modeling in energy engineering of National academy of sciences of Ukraine, Kyiv,

Postgraduate student

Yevhen Maksymenko, Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,

Deputy head of department

Vasyl Tsurkan, Institute of special communications and information security National technical university of Ukraine «Kyiv polytechnic institute», Kyiv,

Candidate of technical sciences,
leading researcher

References

International Organization for Standardization (2013), ISO/IEC 27001:2013, Information technology. Security techniques. Information security management. Requirements, Geneva, 23 p.

International Organization for Standardization (2009), ISO 31000:2009, Risk management. Principles and guidelines, Geneva, 24 p.

Siceloff, L., Wentworth, G., Smith, D. (1922), Analytic geometry (Wentworth-Smith Mathematical series), Ginn and Company, New York, 296 p.

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Published

2015-06-30

How to Cite

Mokhor, V., Bezshtanko, V., Honchar, S., Kravtsov, H., Kotsiuba, I., Kruk, O., Makarevych, O., Maksymenko, Y., & Tsurkan, V. (2015). Analytical geometry approach for information security risks analyses. Collection "Information Technology and Security", 3(1), 60–67. https://doi.org/10.20535/2411-1031.2015.3.1.57731

Issue

Vol. 3 No. 1 (2015)

Section

INFORMATION SECURITY RISK MANAGEMENT

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