On Earthquake Prediction, the Relationship between Seismic and Geodynamic Processes, and the Concept of Information Certainty

被引:0
作者
A. V. Solomatin [1 ]
机构
[1] Institute of Volcanology and Seismology, Far East Branch, Russian Academy of Sciences, bulvar Piipa 9, Petropavlovsk-Kamchatsky
关键词
earthquake prediction; fuzzy estimates; geodynamic model; information certainty; seismic monitoring; spectrum of seismic process; subduction zone;
D O I
10.1134/S0742046324700878
中图分类号
学科分类号
摘要
Abstract: We are considering in a general form several problems that have to be dealt with in prediction of great earthquakes, which pose the greatest hazard. The most important of these problems include the following: the efficiency of earthquake prediction based on the concept of scenarios, which represent the basic patterns in the evolution of the source zones generating great earthquakes; monitoring the development of such scenarios on the basis of seismological data; modeling the relationship between seismic and geodynamic processes that control the scenarios. We suggest for dealing with the last two problems to use concepts of energy and dynamic spectra of seismic activity in the geomedium, while the solution we propose has a certain peculiarity, namely, introduction of a mathematical concept of information certainty. An example in the use of proposed procedures as set forth in this paper consists in a substantiation of the hypothetical multiyear oscillating movement as the oceanic plate is subducted in the Kamchatka subduction zone at a period of about 8.57 years. It is supposed that such oscillations essentially control the most likely periods in the occurrence of regional great earthquakes. © Pleiades Publishing, Ltd. 2025.
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页码:67 / 77
页数:10
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共 32 条
  • [21] Matvienko Y., The application of the M8 method to Kamchatka seismicity: A successful forecast of the December 5, 1997 earthquake, Vulkanol. Seismol, 6, pp. 27-36, (1998)
  • [22] Ogata Y., Statistical models for earthquake occurrences and residual analysis for point processes, J. Am. Stat. Assoc, 83, pp. 9-27, (1988)
  • [23] Ogata Y., Space-time point-process models for earthquake occurrences, Ann. Inst. Stat. Math, 50, pp. 379-402, (1998)
  • [24] Rebetsky Y., Sim L.A., Marinin A.V., Ot zerkal skolzheniya k tektonicheskim napryazheniyam. Metodiki i algoritmy (From Slip Planes to Tectonic Stress, Procedures and Algorithms), (2017)
  • [25] Shirokov V.A., The influence of outer space factors on the geodynamic setting and its long-term forecast for the northwestern segment of the Pacific tectonic zone, Vulkanizm i geodinamika (Volcanism and Geodynamics), pp. 103-115, (1977)
  • [26] Shirokov V.A., Serafimova Y., On the relationship between the 19-year lunar and the 22-year solar cycles to large earthquakes and a long-term earthquake forecast for the northwestern part of the Pacific belt, Vestnik KRAUNTs, Ser. Nauki o Zemle, 8, 2, pp. 120-133, (2006)
  • [27] Solomatin A.V., The law of earthquake recurrence and the energy balance of the seismic process, Voprosy Inzhenern. Seismol, 38, pp. 39-48, (2011)
  • [28] Solomatin A.V., A study of the relationship between volcanic activity and great earthquakes: The Kuril–Kamchatka region, J. Volcanol. Seismol, 8, pp. 54-68, (2014)
  • [29] Solomatin A.V., Long-term earthquake prediction for the Kuril-Kamchatka island arc for the period December 2020 to November 2025, intermediate-term assessment of earthquake hazard for the southern Kamchatka and the North Kuril Islands, Materialy XXIV ezhegodnoi nauchnoi konferentsii, posvyashchennoi Dnyu vulkanologa “Vulkanizm i svyazannye s nim protsessy” (Proc. XXIV Annual Conference Devoted to Volcanologist’s Day “Volcanism and Associated Processes, pp. 105-108, (2021)
  • [30] Solomatin A.V., The energy spectrum of the seismic process in application to long-term earthquake prediction and intermediate- and short-term updating of earthquake hazard, J. Volcanol. Seismol, 15, pp. 133-144, (2021)