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首页> 外文期刊>Integral equations and operator theory >A Schur Analysis of the Minimal Weak Unitary Dilations of a Contraction Operator and the Relaxed Commutant Lifting Theorem
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A Schur Analysis of the Minimal Weak Unitary Dilations of a Contraction Operator and the Relaxed Commutant Lifting Theorem

机译:收缩算子的最小弱Unit扩张的舒尔分析和松弛换向提升定理

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摘要

A Schur-type analysis of the minimal weak unitary dilations of a given contraction operator is obtained from the Arov-Grossman functional model. The result is combined with the coupling method to give a description of the interpolants in the Relaxed Commutant Lifting Theorem.
机译:从Arov-Grossman函数模型获得给定收缩算子的最小弱unit扩张的Schur型分析。将结果与耦合方法相结合,以描述松弛换向提升定理中的内插值。

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