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ON THE SPECTRUM OF DIFFERENCE RELATIONS AND DIFFERENTIAL OPERATORS IN WEIGHTED SPACES OF SEQUENCES AND FUNCTIONS

机译:序列和函数加权空间中的微分关系和微分算子的谱

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摘要

Spectral properties are described for difference relations defined in weighted spaces of sequences of vectors. All conceivable conditions imposed on the weight are taken into account. In the proofs, a similarity transformation is employed to reshape the relation in question to another relation in a nonweighted space. The results are applied to the spectrum description for a differential operator acting in a weighted space of measurable functions.
机译:描述了在矢量序列的加权空间中定义的差异关系的光谱特性。考虑了施加在重量上的所有可能的条件。在证明中,采用相似变换将所讨论的关系重塑为非加权空间中的另一个关系。将结果应用于在可测量函数的加权空间中作用的微分算子的频谱描述。

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