Source: https://lib-repos.fun.ac.jp/dspace/browse?type=author&sort_by=1&order=ASC&rpp=20&etal=-1&authority=1510&starts_with=S
Timestamp: 2019-04-23 03:00:25+00:00

Document:
Apr-2003 Search for radio-bursts from magnetized exoplanets in decameter wave band Ryabov, V. B.; Zarka, P.; Ryabov, B. P.
2004 Search of exoplanetary radio signals in the presence of strong interference: Enhancing sensitivity by data accumulation Ryabov, V. B.; Zarka, P.; Ryabov, B. P.
1995 Some new features of Jupiter S-bursts from recent UTR-2 observations Ryabov, B. P.; Ryabov, V. B.; Rucker, H. O.; Zarka, P.; Boudjada, M.
2004 Stability of Microwave and Electronic Devices: an Approach from Dynamical Systems Theory Ryabov, V. B.
Oct-2003 Stability of Microwave and Electronic Devices: An Approach from Dynamical Systems Theory Ryabov, V. B.
Mar-2005 Stability of Nonlinear Systems: A Lyapunov Exponents-Based Approach FUDoM 05 Ryabov, V. B.; Sugawara, T.
1990 Statistical errors in calciulation of f(α) spectra Ryabov, V. B.
1988 Stochastic processes in a nonautonomous quasilinear oscillator Belogortsev, A. B.; Vavriv, D. M.; Gromov, G. A.; Ryabov, V. B.; Tretyakov, O. A.
1990 Systematic errors in fractal dimension calculations Ryabov, V. B.
2005 The ability to express multiple-choice behavior in pill bugs Moriyama, T.; Ryabov, V. B.; Migita, M.
1990 The current Lyapunov exponents Ryabov, V. B.; Vavriv, D. M.
1990 The influence of noise on dynamics of nonautonomous quasilinear Duffing oscillator Vavriv, D. M.; Gromov, G. A.; Ryabov, V. B.
1989 The resolution ability of "boxes" method in calculation of f(α) spectra Ryabov, V. B.
Dec-2002 Two-Dimensional Stick-Slip: How the Seismic Activity depends on the Direction of Tectonic Plates Motion Ryabov, V. B.
2002 Using Lyapunov Exponents to Predict the Onset of Chaos in Nonlinear Oscillators Ryabov, V. B.
Jul-2003 複雑な挙動を示すにはどれだけの非線形性が必要か？ Ryabov, V. B.

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