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Proceedings Papers

Mathematical Tools for Geomagnetic Data Monitoring and the Intermagnet Russian Segment

Authors:

Anatoly Soloviev ,

Geophysical Center of Russian Academy of Sciences, 3, Molodezhnaya St., 119296 Moscow, Russia (GC RAS)
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Shamil Bogoutdinov,

Geophysical Center of Russian Academy of Sciences, 3, Molodezhnaya St., 119296 Moscow, Russia (GC RAS)
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Alexei Gvishiani,

Geophysical Center of Russian Academy of Sciences, 3, Molodezhnaya St., 119296 Moscow, Russia (GC RAS)
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Ruslan Kulchinskiy,

Geophysical Center of Russian Academy of Sciences, 3, Molodezhnaya St., 119296 Moscow, Russia (GC RAS)
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Jacques Zlotnicki

Observatoire de Physique du Globe de Clermont-Ferrand, Campus des Cuzeaux, 24, av. des Landais, 63177 Aubiere Cedex, France
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Abstract

In this paper, a new approach to the detection of anomalies in geophysical records is connected with a fuzzy mathematics application. The theory of discrete mathematical analysis and collection of algorithms for time series processing constructed on its basis represents the results of this research direction. These algorithms are the consequence of fuzzy modeling of the logic of an interpreter who visually recognizes anomalies in records. They allow analyzing large data sets that are not subjected to manual processing. The efficiency of these algorithms is demonstrated in several important geophysical applications. Plans for an extension of the Russian INTERMAGNET segment are presented.

DOI: http://doi.org/10.2481/dsj.WDS-019
How to Cite: Soloviev, A. et al., (2013). Mathematical Tools for Geomagnetic Data Monitoring and the Intermagnet Russian Segment. Data Science Journal. 12, pp.WDS114–WWDS11. DOI: http://doi.org/10.2481/dsj.WDS-019
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Published on 24 Feb 2013.
Peer Reviewed

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