On stochastic inverse problem of construction of stable program motion
Keyword(s):
Abstract One of the inverse problems of dynamics in the presence of random perturbations is considered. This is the problem of the simultaneous construction of a set of first-order Ito stochastic differential equations with a given integral manifold, and a set of comparison functions. The given manifold is stable in probability with respect to these comparison functions.
2020 ◽
Vol 28
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pp. 727-738
2018 ◽
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pp. 237-258
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1989 ◽
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pp. 439-443
1875 ◽
Vol 23
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