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Multiblock Problems for Almost Periodic Matrix Functions of Several Variables

机译:多变量概周期矩阵函数的多块问题

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In this paper we solve positive and contractive multiblock problems in theWiener algebra of almost periodic functions of several variables. We thusgeneralize the classical four block problem that appears inrobust control in many ways. The necessary and sufficient conditions are interms ofappropriate Toeplitz (positive case) and Hankel operators (contractive case) onBesikovitch space. In addition, a model matching interpretation is given,and some more generalpatterns are treated aswell.
机译:在本文中,我们解决了几个变量的几乎周期函数的维纳代数中的正和压缩多块问题。因此,我们概括了在许多方面似乎控制不力的经典四段式问题。充要条件是在Besikovitch空间上适当的Toeplitz(正数)和Hankel算子(契约性)的条件。另外,给出了模型匹配的解释,并处理了更多的通用模式。

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