For positive systems under actuator attacks, worst-case performance loss follows a difference equation whose solution yields a linear optimal attack policy, with unbounded degradation possible when the output has unstable zeros absent from the performance measure.
Quantifying security for networked control systems: A review
2 Pith papers cite this work. Polarity classification is still indexing.
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The paper develops a co-design framework that models encryption delays from cryptographic parameters and derives linear matrix inequality conditions for stabilizing delay-aware feedback gains in encrypted control systems.
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Scalable Design of Attack-Resilient Controllers for Positive Systems
For positive systems under actuator attacks, worst-case performance loss follows a difference equation whose solution yields a linear optimal attack policy, with unbounded degradation possible when the output has unstable zeros absent from the performance measure.
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Co-Design of Cryptographic Parameters and Delay-Aware Feedback Gain for Encrypted Control Systems
The paper develops a co-design framework that models encryption delays from cryptographic parameters and derives linear matrix inequality conditions for stabilizing delay-aware feedback gains in encrypted control systems.