Abstract
The Frechet difierentiability with respect to a parameter q of the solutions z(t;q) of Cauchy problems of the form d dt z(t) = A(q)z(t) + F(q;t;z(t)) is analyzed. Su-cient conditions on the operator A(q) and on F are derived and the corresponding sensitivity equations for the Frechet derivative Dqz(t;q) are found.
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