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Article information
2013 , Volume 18, ¹ 6, p.97-105
Shlufman K.V., Fishman B.E., Frisman E.Y.
Two-stage identification method of dynamic regime of one-dimensional recurrence equation: The use of spectral analysis
The paper suggests the identification method of periodic, interval-periodic and chaotic dynamics. This method is based on the discrete Fourier transform, Fischer-test (F-test) and Student-test (t-test). The method is applied to investigate the dynamic modes in Ricker's model.
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Keywords: recurrence equation, Ricker map, the identification of dynamic mode, interval-periodic dynamic, discrete Fourier transform, spectral analysis
Author(s):
Shlufman Konstantin Vladimirovich
Position: Junior Research Scientist
Office: Institute for complex analysis of regional problem of the Russian Academy of Sciences
Address: 679016, Russia, Birobidzhan, Sholom-Aleikhem St., 4
E-mail: shlufman@mail.ru
Fishman Boris Entilevich
PhD. , Professor
Position: Leading research officer
Office: Institute for complex analysis of regional problem of the Russian Academy of Sciences
Address: 679016, Russia, Birobidzhan, Sholom-Aleikhem St., 4
E-mail: bef942@mail.ru
Frisman Efim Yakovlevich
Dr. , Professor
Position: Director
Office: Institute for complex analysis of regional problem of the Russian Academy of Sciences
Address: 679016, Russia, Birobidzhan, Sholom-Aleikhem St., 4
E-mail: frisman@mail.ru
Bibliography link:
Shlufman K.V., Fishman B.E., Frisman E.Y. Two-stage identification method of dynamic regime of one-dimensional recurrence equation: The use of spectral analysis // Computational technologies. 2013. V. 18. ¹ 6. P. 97-105
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