Dynamical systems with singular continuous Fourier spectra
A.S.Pikovsky, M.A.Zaks, U.Feudel, J.Kurths.
Singular continuous spectra in dissipative dynamical systems.
Phys. Rev. E (1995), 52, pp.285-296.
A.S.Pikovsky, M.A.Zaks, J.Kurths.
Complexity of quasiperiodically driven spin system.
J. Phys. A: Math. Gen. (1996), 29, pp.295-302.
M.A.Zaks, A.S.Pikovsky, J.Kurths.
Steady viscous flow with fractal power spectrum.
Phys. Rev. Lett. (1996), 77, pp. 4338-4341 (Gzipped
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M.A.Zaks, A.S.Pikovsky, J.Kurths.
On the correlation dimension of the spectral measure for the Thue-Morse
sequence.
Journ. Stat. Phys. (1997), 88, pp. 1387-1392 (DVI-file,
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M.A.Zaks, A.S.Pikovsky, J.Kurths.
Symbolic dynamics behind the singular continuous power spectra of
continuous flows.
Physica D (1998), 117, pp.77-94 (Gzipped
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M.A.Zaks, A.S.Pikovsky, J.Kurths.
On the generalized dimensions for the Fourier spectrum of the Thue-Morse
sequence.
J. Phys. A: Math. Gen. (1999), 32, pp.1523-1530 (DVI-file,
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KB)
M.A.Zaks.
Fractal Fourier spectra of Cherry flows.
Physica D (2001), 149, pp. 237-247 (Gzipped
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M.A.Zaks.
Multifractal Fourier spectra and power-law decay of correlations
in random substitution sequences.
Phys. Rev. E (2002) 65, p. 011111 (Gzipped
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M.A.Zaks.
Influence of noise on dynamics with fractal Fourier spectra.
Physica A (2002) 310, pp. 285-307 (Gzipped
PostScript, 294 Kb)
M.A.Zaks.
On the dimensions of the spectral measure of symmetric binary substitutions.
J. Phys. A: Math. Gen. (2002) 35, pp. 5833-5842 (Gzipped
PostScript, 110 Kb)
M.A.Zaks, A.V.Straube.
Steady Stokes flow with long-range correlations, fractal Fourier
spectrum and anomalous transport.
Phys. Rev. Lett. (2002) 89, pp.244101,1-4. (Gzipped
PostScript, 232 Kb)