On normal control processes |
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Authors: | R Conti |
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Institution: | 1. Istituto Matematico U. Dini, Università di Firenze, Firenze, Italy
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Abstract: | Control processes of the form \(\dot x - A(t) x = B(t) u(t)\) , which are normal with respect to the unit ballB p′, r′ of the control spaceL p′(τ, T]),l m r ′ are characterized in terms ofH(t)=X(T)X ?1(t),B(t),X(t) any fundamental matrix solution of \(\dot x - A(t)x = 0\) , and directly in terms ofA, B, when bothA andB are independent oft. |
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