1995
Central limit theorem for a class of random measures associated with germ-grain models
Publication
Publication
In this paper we derive a new rank condition which guarantees the arbitrary pole assignability of a given system by dynamic compensators of degree at most $q$. By using this rank condition we establish several new sufficiency conditions which ensure the arbitrary pole assignability of a generic system. Our proofs also comes with a concrete numerical procedure to construct a particular compensator which assigns a given set of closed loop poles.
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| CWI | |
| Department of Operations Research, Statistics, and System Theory [BS] | |
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Heinrich, L., & Molchanov, I. (1995). Central limit theorem for a class of random measures associated with germ-grain models. Department of Operations Research, Statistics, and System Theory [BS]. CWI. |
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