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🔗 Source: ajmaa.org
📊 Size: 112 KB
📄 Pages: 9 pages
⬇️ Downloads: 129

Summary

It defines the class of 2-k paranormal operators and shows some properties of this class in Hilbert space. The main results include: an operator is partial isometry if it satisfies certain conditions; a unitarily equivalent operator to a 2-k paranormal operator is also a 2-k paranormal operator; and if a 2-k paranormal operator commutes with an isometry, then their product is also a 2-k* paranormal operator.

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Description

It defines the class of 2-k* paranormal operators and shows some properties of this class in Hilbert space.

Technical Information

  • File Format: PDF
  • File Size: 112 KB
  • Pages: 9
  • Language: EN
  • Total Downloads: 129
  • Last Updated: 2 weeks ago

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