УДК 504.453:627.512
https://doi.org/10.47148/1609-364X-2026-3-61-65
Andrey N. Nasonov
Candidate of Technical Sciences
Senior lecturer
Moscow State University of Geodesy and Cartography
4, Gorokhovsky lane, Moscow, 105064, Russia
e-mail: adn22@yandex.ru
ORCID: 0000-0001-7201-3407
Scopus ID: 56989221000
SPIN-code: 2286-1202
AuthorID: 1012751
1. Arkhipkin O. P., Sagatdinova G. N., Bralinova Zh. A. Analysis of Long Term Time Series Data from Space Monitoring of Floods. In: Regional’nye problemy distantsionnogo zondirovaniya Zemli. Materialy VII Mezhdunarodnoi nauchnoi konferentsii (Krasnoyarsk, 29 September – 2 October 2020). Krasnoyarsk: SFU; 2020. pp. 161−164.
2. Vesennee polovod’e 2020 [Spring flood 2020]. Roshydromet. Available at: http://www.meteorf.ru/press/polovod2020/ (accessed 12.10.2023).
3. Avakyan A.B., Istomina M.N. Navodneniya kak global’naya problema [Floods as a global problem]. Strategiya grazhdanskoi zashchity: problemy i issledovaniya. 2013;3(1):180–193.
4. Alekseevskii N.I., Aibulatov D.N., Kositskii A.G. Masshtabnye ehffekty izmeneniya stoka v ruslovoi seti territorii [Large-scale effects of runoff changes in the channel network of the territory]. In: Geography, Society, and Environment. Vol. 6. Moscow: Gorodets; 2004. pp. 345–374.
5. Alekseevsky N.I., Kositskiy A.G., Khristoforov A.V. Fractal Properties of River Systems and Their Use in Hydrological Calculations. Tomsk State University Journal. 2013;371:167–170.
6. Tsvetkov I.V. Fraktal’naya model’ navodnenii na primere rechnoi sistemy Tverskoi oblasti [Fractal model of floods on the example of the river system of the Tver region]. In: Sed’mye Kurdyumovskie chteniya: cinergetika v estestvennykh naukakh: materialy.Mezhdunarodnoi mezhdistsiplinarnoi nauchnoi konferentsii (Tver’, 14-17 April 2011). Tver’: TvGU; 2011. pp. 274–276.
7. Balkhanov V.K. Osnovy fraktal’noi geometrii i fraktal’nogo ischisleniya [Fundamentals of Fractal Geometry and Fractal Calculus]. Ulan Ude: BGU; 2013. 224 p.
8. Smetanin B.I., Nasonov A.N., Zhogin I.M., Tsvetkov I.V. Determination of Territorial Zones for Setting Up Protective Flood Dams Using a Fractal Analysis of the River System. Prirodoobustrojstvo. 2013;(5):54–59.
9. Vladimirov A.M. Factors of Formation of Extremely Low River Run-off During a Drought. Proceedings of the Russian State Hydrometeorological University. 2008;(7):13–22.
10. Yakovchenko S.G., Postnova I.S., Zhorov V.A., Lovtskaya O.V. Opyt ispol’zovaniya GIS dlya otsenki zon zatopleniya [Experience of using GIS for assessing flood zones]. Intercarto. Intergis. 2004;10:574–577.
11. Kazakov Eh. Raschet fraktal’noi razmernosti Minkovskogo dlya vektornykh ob”ektov v QGIS [Calculation of the Minkowski fractal dimension for vector objects in QGIS]. 2022. Available at: http://gis-lab.info/qa/minkowski-dimension-qgis.html (аccessed 12.10.2023).
12. Sidorchuk A.Yu. Fractal Geometry of the River Network. Geomorfologiya. 2014;(1):3–14.
Key words: geoinformation assessment; flood flooding; fractal model of flooding of the territory.