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Construction of stochastic differential equations of motion in canonical variables
Published 2022-09-01Subjects: “…stochastic differential equation…”
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Construction of stochastic differential equations of motion in canonical variables
Published 2022-09-01“…The obtained necessary and sufficient conditions for the solvability of the problem of constructing stochastic differential equations of both Hamiltonian and Birkhoffian structure by the given properties of motion are illustrated by the example of the motion of an artificial Earth satellite under the action of gravitational and aerodynamic forces.…”
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3
On construction of a field of forces along given trajectories in the presence of random perturbations
Published 2021-03-01Subjects: “…stochastic differential equations…”
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4
Representing a second-order Ito equation as an equation with a given force structure
Published 2023-12-01Subjects: “…Stochastic differential equation…”
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Construction of the differential equations system of the program motion in Lagrangian variables in the presence of random perturbations
Published 2022-03-01Subjects: “…stochastic differential equation…”
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On construction of the comparison function of program motion in probable statement
Published 2019-09-01Subjects: “…stochastic differential equations…”
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Construction of the differential equations system of the program motion in Lagrangian variables in the presence of random perturbations
Published 2022-03-01“…The problem studied in this paper belongs to the main inverse problem of dynamics, but already in the class of second-order stochastic differential equations of the Ito type. Stochastic equations of the Lagrangian structure are constructed according to the given properties of motion under the assumption that the random perturbing forces belong to the class of processes with independent increments. …”
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