In this paper we give sufficient conditions for local controllability of multivalued differential equations. Some results are obtained without the assumption that the origin is an interior point of the multivalued function. From these, we give sufficient conditions for the local controllability of certain classes of nonlinear control systems where the control appear linearly.
Local controllability for multivalued differential equations / K. Grasse; P. Zecca. - In: ANNALI DI MATEMATICA PURA ED APPLICATA. - ISSN 0373-3114. - STAMPA. - 124 n.1:(1980), pp. 281-292. [10.1007/BF01795397]
Local controllability for multivalued differential equations
ZECCA, PIETRO
1980
Abstract
In this paper we give sufficient conditions for local controllability of multivalued differential equations. Some results are obtained without the assumption that the origin is an interior point of the multivalued function. From these, we give sufficient conditions for the local controllability of certain classes of nonlinear control systems where the control appear linearly.
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