By V. S. Afraimovich, A. M. Reiman (auth.), Professor Andrei V. Gaponov-Grekhov, Professor Mikhail I. Rabinovich, Professor Jüri Engelbrecht (eds.)
Since 1972 the colleges on Nonlinear Physics in Gorky were a gathering position for Soviet scientists operating during this box. rather than generating for the 1st time English lawsuits it's been made up our minds to offer an outstanding go component of nonlinear physics within the USSR. hence the individuals on the final institution have been invited to supply English studies and learn papers for those volumes (which within the future years might be through the court cases of imminent schools). The moment volume offers with dynamical chaos in classical and quantum structures, with evolution in chemical platforms and self-organisation in biology, and with functions of nonlinear dynamics to condensed topic, sea waves, and astrophysics.
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Extra resources for Nonlinear Waves: Dynamics and Evolution
284-287. (in Russian). 26. Jeffries. Characterization of Chaotic Instabilities in an Electron - Hole Plasma in Germanium. 158-170. 27. Martienssen. Transition form Quasiperiodicity into Chaos in the Periodically Driven Conductivity of BSN Crystal. 191-197. 28. Babloyantz. Evidence of Chaotic Dynamics of Brain Activity During the Sleep Cycle. 241-256. 27 29. Afraimovich. Internal Bifurcation and Crises of Attractors. In: Nonlinear Waves. Structures and Bifurcations. Eds. Rabinovich. 189-213 (in Russian).
Rev. , 1986, 56, 677. 24. Smilansky. Lecture Notes in Physics, Springer, 1987, 263, 212. 25. Shepelyansky. Preprint INP 86-187, Novosibirsk, 1986. 26. Shepelyansky. Preprint INP 87-29, Novosibirsk,1987. 43 Randomness and Predictability in Dynamic Chaos YuA. Kravtsov Institute of General Physics, USSR Academy of Sciences, Moscow, USSR The basic representations on randomness and determinism of real physical phenomena are considered and the concept of partially deterministic processes and fields is proposed.
P = REFERENCES 1. Chirikov. Phys. , 1979, ~, 263. 2. Zaslavsky. Stochasticity of Dynamical Systems. Moscow, Nauka, 1984. 3. A. J. Lieberman. Regular and Stochastic Motion. Springer-Verla,g, 1983. 4. Izrailev. Lecture Notes in Physics, Springer, 1979, 93, 334. 5. Shepelyansky. SOy. Scien. , 1981, 2C, 209 6. Shepelyansky. Radiofizika, 1986, ~, 1041 (in Russian) • 7. Koch. Phys. Rev. , 1974, ~, 258. 8. Zon. Zhurnal Eksperimentalnyi i Teoreticheskoy Fiziki, 1978, ~, 445 (in Russian). 9. Percival. Phys.
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