论文标题
słocińskiWold折叠的分解
Słociński-Wold decompositions for row-isometries
论文作者
论文摘要
słociński提供了足够的条件，可以使异构体具有很好的狼状分解。在本说明中，我们为满足某些换向关系的行静态提供了类似的结果。除了双重指示的行渐面的已知结果外，我们还为基于行层分析的Lebesgue分解提供了足够的条件。
Słociński gave sufficient conditions for commuting isometries to have a nice Wold-like decomposition. In this note we provide analogous results for row-isometries satisfying certain commutation relations. Other than known results for doubly-commuting row-isometries, we provide sufficient condtions for a Wold decomposition based on the Lebesgue decomposition of the row-isometries.
