Titlebook: Stochastic Dynamics; Hans Crauel,Matthias Gundlach Book 1999 Springer Science+Business Media New York 1999 Lévy process.Maß.Stochastic cal

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Lloyd Demetrius,Volker Matthias Gundlachook also analyses later manuscripts and fictional rewritings of the trials to question the basis on which assumptions about the child in history are made, and to consider why such narratives of Salem’s children are still relevant now. .978-3-030-49306-6978-3-030-49304-2Series ISSN 2731-5630 Series E-ISSN 2731-5649

惊奇

Peter Kotelenezmily”? We read the book as an auto-sociobiographical text to find out what it might tell us about social mobility, educational careers, and institutional discrimination in the US and to examine in how far J.D. Vance’s can be read as a specifically US-American version of auto-sociobiography.

Gorilla

Precursor

训诫

Stability Along Trajectories at a Stochastic Bifurcation Point,nstability of 0 is determined by the Lyapunov exponent . for the associated linear system. If parameters in the stochastic differential equation are varied in such a way that . changes sign from negative to positive then 0 changes from being (almost surely) stable to being (almost surely) unstable a

傻

使熄灭

P-Bifurcations in the Noisy Duffing-van der Pol Equation,ic excitations to the original Duffingvan der Pol equation, i.e. . where, . and . are the bifurcation parameters, .. and .. are white noise processes with intensities .. and .., respectively. The existence of the extrema of the probability density function is presented for the stochastic system. The

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解脱

Numerical Approximation of Random Attractors,ted. It is applied to the stochastic Duffing-van der Pol oscillator, for which we also prove a theoretical result on the existence of stable/unstable manifolds and attractors. This system serves as a main example for a stochastically perturbed Hopf bifurcation. The results of our computations sugges

压舱物

Random Hyperbolic Systems,lic representations and the thermodynamic formalism for random hyperbolic systems both in discrete and continuous time cases. In the discrete time case we prove the existence of Markov partitions to guarantee symbolic dynamics and the existence of SRB-measures, while in the continuous time case we e