Periodicity and Chaos from Switched Ow Systems: Contrasting Examples of Discretely Controlled Continuous Systems, Ieee

@inproceedings{ChasePeriodicityAC,
  title={Periodicity and Chaos from Switched Ow Systems: Contrasting Examples of Discretely Controlled Continuous Systems, Ieee},
  author={C Chase and Joaqu{\'i}n Ortega Serrano and Peter J. Ramadge}
}
velocities still depend only on the index k of the hit boundary simplex, but where they are not restricted by this constraint. By the Perron{Frobenius theorem there also exists an unique probability measure but its algebraic expression is not as simple as in the case above, especially for larger values of n. A further class of dynamical systems is obtained by choosing the velocities not only dependent on the faces at the actual "reeection" as in the present work, but also depending on the… CONTINUE READING

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