Linear time-varying control of the vibrations of flexible structures

We use these tools to prove that the finiteness of the L 2 -gain is equivalent, for a large set of switched linear control systems, to the condition that the generalized spectral

Banica introduced the notions of dephased and undephased de- fects for matrices F G , and showed that they give upper bounds for the tangent spaces at F G to the real algebraic

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Yet the linear order is important in a language like English or French where declensions have disappeared, except for personal pronouns 1 , and where the syntactic function of a

In order to have the phenomenon of energy pumping in the acoustic field, Romain Bellet proposed a non-linear vibro-acoustic absorber [2] constituted by a thin circular

A method to compute the non-stationary time and frequency response of structures with a frequency-dependent non-proportional linear damping, called the resonance modes method,

For an alphabet of size at least 3, the average time complexity, for the uniform distribution over the sets X of Set n,m , of the construction of the accessible and

This last step does NOT require that all indicator be converted - best if only a small percent need to be reacted to make the change visible.. Note the