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Homogeneous Polynomial Forms for Simultaneous Stabilizability of Families of Linear Control Systems: A Tensor Product Approach

机译:线性控制系统系列同时稳定的齐次多项式形式:张量积方法

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摘要

This note uses the formalism of tensor products in order to deal with the problem of simultaneous stabilizability of a family of linear control systems by means of Lyapunov functions which are homogeneous polynomial forms. While the feedback synthesis seems to be nonconvex, the simultaneous stability by means of homogeneous polynomial forms of the uncontrollable modes yields (convex) necessary but not sufficient conditions for simultaneous stabilizability.
机译:本说明使用张量积的形式主义,以利用齐次多项式形式的Lyapunov函数处理线性控制系统系列的同时稳定性问题。虽然反馈综合似乎是非凸的,但通过不可控模式的齐次多项式形式的同时稳定性会产生同时稳定的必要(但不充分)条件。

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