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"If a retarded system is linearizable and stabilizable, then it is ..."

Pierdomenico Pepe (2008)

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DOI: 10.1109/ACC.2008.4587332

access: closed

type: Conference or Workshop Paper

metadata version: 2020-09-05

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Pierdomenico Pepe:
If a retarded system is linearizable and stabilizable, then it is input-to-state stabilizable. ACC 2008: 5270-5275

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