Mean-square random dynamical systems[J] . Peter E. Kloeden,Thomas Lorenz.Journal of Differential Equations . 2012 (5)Kloeden, P.E., Lorenz, T.: Mean-square random dynamical systems. J. Diff. Eqns. 253, 1422-1438 (2012)Peter E. Kloeden and Thomas Lorenz. Mean-square random dynamical ...
mean-square random dynamical systemmean-square random attractorbifurcationThe dichotomy spectrum is introduced for linear mean-square random dynamical systems, and it is shown that for finite-dimensional mean-field stochastic differential equations, the dichotomy spectrum consists of finitely many compact ...
The dichotomy spectrum is introduced for linear mean-square random dynamical systems, and it is shown that for finite-dimensional mean-field stochastic differential equations, the dichotomy spectrum consists of finitely many compact intervals. It is then demonstrated that a change in the sign of the...
Random Walk of Liquid Droplets Migrating in Silicon shown to lead to an appreciable mean square displacement of the droplet from is original 〈100〉 thermal trajectory over migration distances of about 1 cm... TR Anthony,HE Cline - 《Journal of Applied Physics》 被引量: 63发表: 1976年 Steady...
Control and communication co-design of a class of discrete-time linear time-invariant networked control systems subject to medium access constraints and sensor-controller Markov random delays is analyzed to determine themean square stabilityconditions. ...
3.4. Application of Unscented Transformation for Estimation of General NFS The unscented transformation (UT) approximates the statistics of a transformed random variable, for example, the mean and covariance [33]. Following this approach, the procedure to calculate the best estimate of an NFS, z...
On the Asymptotic Moments and Edgeworth Expansions for Some Processes in Random Dynamical Environment Article 21 May 2020 Trajectorial Dissipation of Φ-Entropies for Interacting Particle Systems Article Open access 11 July 2023 Everlasting impact of initial perturbations on first-passage times of ...
Mean square stability of linear dynamical systems with small Markov perturbation. Bounded coefficients. Random Operators and Stochastic Equations. 4 (2); 1996. p. 133-154.KATAFYGIOTIS, L. , TSARKOV, Ye.: Mean square stability of linear dynamical systems with small Markov perturbation. II. ...
Mean square stability of linear dynamical systems with small Markov perturbation. Bounded coefficients. Random Operators and Stochastic Equations. 4 (2); 1996. p. 133-154.KATAFYGIOTIS, L. , TSARKOV, Ye.: Mean square stability of linear dynamical systems with small Markov perturbation. II. ...
Katafygiotis, L., Tsarkov, Ye.: Mean square stability of linear dynamical systems with small Markov perturbations. II. Diffusion coefficients. Random Oper. and Stoch. Equ., 4, pp. 257-278, 1996.L. Katafygiotis and Ye. Tsarkov, Mean square stability of linear dynamical systems with small...