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Control with minimum communication cost per symbol
2014
53rd IEEE Conference on Decision and Control
We address the problem of stabilizing a continuous-time linear time-invariant process under communication constraints. We assume that the sensor that measures the state is connected to the actuator through a finite capacity communication channel over which an encoder at the sensor sends symbols from a finite alphabet to a decoder at the actuator. We consider a situation where one symbol from the alphabet consumes no communication resources, whereas each of the others consumes one unit of
doi:10.1109/cdc.2014.7040336
dblp:conf/cdc/PearsonHL14
fatcat:kp23bsf3ebgv3ekchl4353lski