Titlebook: Scale Invariance, Interfaces, and Non-Equilibrium Dynamics; Alan McKane,Michel Droz,Dietrich Wolf Book 1995 Springer Science+Business Medi

gruelling

Martin Siegertffusion approximation results obtained concerning the slow process (which usually is not a diffusion process). These results extend Khasminskii’s results. This is the stochastic averaging method..The same method was used by [.] to obtain a diffusion approximation of the Hamiltonian itself..Using thi

interference

Imre M. Jánosiffusion approximation results obtained concerning the slow process (which usually is not a diffusion process). These results extend Khasminskii’s results. This is the stochastic averaging method..The same method was used by [.] to obtain a diffusion approximation of the Hamiltonian itself..Using thi

斜坡

昆虫

A. W. Hunt,C. Orme,D. R. M. Williams,B. G. Orr,L. M. Sanderffusion approximation results obtained concerning the slow process (which usually is not a diffusion process). These results extend Khasminskii’s results. This is the stochastic averaging method..The same method was used by [.] to obtain a diffusion approximation of the Hamiltonian itself..Using thi

ingenue

G. Grinsteinonse depends on the initial conditions, a special phenomenon for the investigated nonlinear system. Although the white-noise process and the randomized sinusoidal process are quite different in nature, the qualitative behaviors of the system are similar. Furthermore, effects of the initial state and

总

LITHE

Henrik Flyvbjergdata of the dam. The methods include the singular spectrum analysis with AR model (SSA-AR) and the nonlinear principal component analysis (NPCA) using auto-associate neural network method (AANN). By using these methods, the residual deformation between the estimated and the recorded data was generat

航海太平洋

Inferior

re complex law of friction, considered next, takes into account the influence of the history of motion through an internal state variable. Finally, a third friction model is included that displays the typical, more or less random dependence of friction on the distance slid.

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