The problem of the discrete continuous processes having "tubular" structure in space "input-output" variables’s modeling is investigated. The fact that when the trained parametrical models of "tubular" processes’s creating, it’s important to use corresponding nonparametric indicators, is reflected. Some private examples of "tubular" processes’s modeling are reviewed. This examples proves that "tubular" processes proceed in the space of fractional dimension
In this report, inhomogeneous Lévy processes are studied in a discrete observational model based on ...
The notion of d-set arises in the theory of function spaces and in fractal geometry. Geometri-cally ...
There is demonstrated in the present paper, that the H-theorem in the case of explicit time discreti...
The problem of the discrete continuous processes having "tubular" structure in space "input-output" ...
The paper considers a problem of the new class processes modeling with “tubular” structure in the s...
In this paper we consider the problem of modeling noninertial processes with stochastic dependence b...
Processes in which the components of the vector of input actions are in stochastic dependence are co...
The task of nonparametric identification of dynamic objects with discrete-continuous nature of the p...
The paper presents the interchangeability conditions for the finite-dimensional, infinite-dimensiona...
The space-fractional and the time-fractional Poisson processes are two well-known models of fraction...
The results of measurements of input-output variables of dynamical object are used for base for con...
In the present paper we make the transition from the Becker–Döring system of equations to the hybrid...
This article discusses the construction of a mathematical model of accelerated chemical-technologica...
The regularity of trajectories of continuous parameter process (Xt)t[set membership, variant]R+ in t...
In the present thesis a short introduction into the theory of L'evy processes and subordinators is m...
In this report, inhomogeneous Lévy processes are studied in a discrete observational model based on ...
The notion of d-set arises in the theory of function spaces and in fractal geometry. Geometri-cally ...
There is demonstrated in the present paper, that the H-theorem in the case of explicit time discreti...
The problem of the discrete continuous processes having "tubular" structure in space "input-output" ...
The paper considers a problem of the new class processes modeling with “tubular” structure in the s...
In this paper we consider the problem of modeling noninertial processes with stochastic dependence b...
Processes in which the components of the vector of input actions are in stochastic dependence are co...
The task of nonparametric identification of dynamic objects with discrete-continuous nature of the p...
The paper presents the interchangeability conditions for the finite-dimensional, infinite-dimensiona...
The space-fractional and the time-fractional Poisson processes are two well-known models of fraction...
The results of measurements of input-output variables of dynamical object are used for base for con...
In the present paper we make the transition from the Becker–Döring system of equations to the hybrid...
This article discusses the construction of a mathematical model of accelerated chemical-technologica...
The regularity of trajectories of continuous parameter process (Xt)t[set membership, variant]R+ in t...
In the present thesis a short introduction into the theory of L'evy processes and subordinators is m...
In this report, inhomogeneous Lévy processes are studied in a discrete observational model based on ...
The notion of d-set arises in the theory of function spaces and in fractal geometry. Geometri-cally ...
There is demonstrated in the present paper, that the H-theorem in the case of explicit time discreti...