The slave sub-problem uses the output of the master sub-problem as its input.
It is shown that the output of the slave system tracks the output of the master system in a very short time.
For a master-slave system, the synchronization means that the state of a slave system follows the state of a master system asymptotically by using the output of the master system to control the slave system.
More specifically, a fuzzy adaptive slave chaotic system subject to dead-zone nonlinearity in the input channel is proposed using only the measurable output of the master system thanks to a suitable observer.
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Assuming that only the output of master and slave systems are measurable, the design of a nonlinear dynamic feedback controller is considered.
The reference model system is chosen using the output of master system and Takagi Sugeno (T S) fuzzy model is employed to represent the discrete-time chaotic slave system.
Figure 3 shows a code snippet of this master file.
Marcel Zwahlen was the supervisor of this master thesis.
This master of repartee is undone.
