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- W73617227 abstract "In this chapter the method of constructing auxiliary linear μ-systems (including controlled systems) proposed in the preceding chapters is applied to solving nonlinear control problems (with respect to all the variables and to part of them) under uncontrollable interference. The interference is identified with an intentionally acting opponent or with uncertain factors (“nature”). Such a formulation implies that only the minimum information about the interference, namely, their limits of variation, is available, so the systems of differential equations we shall deal with fall into the type of “uncertain systems.” The admissible controls must be chosen to ensure a guaranteed result for any possible action of interference, even though the most adverse. This formulation of the control problems is typical of the differential games theory." @default.
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- W73617227 date "1998-01-01" @default.
- W73617227 modified "2023-09-23" @default.
- W73617227 title "Nonlinear Game-Theoretic Problems of Control with Respect to Part of the Variables under Uncontrollable Interference" @default.
- W73617227 doi "https://doi.org/10.1007/978-1-4612-4150-8_6" @default.
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