Predictable and non-stationary processes of interval PREDICTION BASED ON stochastic differential equations by A. V. Ausiannikau

“…The task of interval prediction of non-stationary processes of stochastic differential equations described by models is considered. …”
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INTERVAL PREDICTION OF NON-STATIONARY PROCESSES, DESCRIBED BY STOCHASTIC DIFFERENTIAL EQUATIONS WITH VARIABLE PARAMETERS by A. V. Ausiannikau

“…The task of interval prediction of non-stationary processes of stochastic differential equations described by models with variable parameters is considered. …”
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Assessment of Information predictability of stochastic processes by A. V. Ausiannikau

“…We consider examples of algorithms for estimating the predictability of information for the processes described by the optimal difference schemes, equivalent prognostic models in the form of stochastic differential equations.…”
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Information predictability of stochastic processes in continuous time by A. V. Ausiannikau

“…The examples of the definition of information predictability for processes described by stochastic differential equations, are shown.…”
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Formation and modeling of stochastic trajectories of multidimensional dynamic systems with assigned properties by A. V. Ausiannikau, V. M. Kozel

“…Projections phase variables on the coordinate axis of the n-dimensional hyperspace representing systems of stochastic differential equations. The proposed method allows to solve optimization problems binding parameters of stochastic trajectory with its average length and time of its passage.…”
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