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首页> 外文期刊>IEEE Transactions on Automatic Control >Conal Distances Between Rational Spectral Densities
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Conal Distances Between Rational Spectral Densities

机译:合理光谱密度之间的圆锥距离

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This paper generalizes Thompson and Hilbert metrics to the space of spectral densities. The resulting complete metric space has the differentiable structure of a Finsler manifold with explicit geodesics. The corresponding distances are filtering invariant, can be computed efficiently, and admit geodesic paths that preserve rationality; these are properties of fundamental importance in many engineering applications.
机译:本文将汤普森和希尔伯特指标概括为光谱密度的空间。由此产生的完整度量空间具有具有显式大动物的Finsler歧管的可微弱结构。相应的距离是过滤不变的,可以有效地计算,并承认保持合理性的测地路径;这些是许多工程应用中基本重要性的属性。

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