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Weighted Spaces Completeness.pdf

Bonet_Vukotic_completeness_R3_2017-04-27.pdf
Preview of Weighted Spaces Completeness
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Summary

The space H∞v(G) of holomorphic functions on a domain G with a weight v is complete if and only if the point evaluation functionals are bounded, which is equivalent to the inclusion map J: H∞v(G) → (H(G), τco) being continuous, and also equivalent to the existence of a more regular weight that generates the same space.

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The space H∞v(G) of holomorphic functions on a domain G with a weight v is complete if and only if the point evaluation functionals are bounded, which is...

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  • File Format: PDF
  • File Size: 142 KB
  • Pages: 20
  • Language: EN
  • Total Downloads: 181
  • Last Updated: 3 days ago

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This PDF document about Weighted Spaces Completeness provides comprehensive information and guidance. Whether you're a beginner or advanced user, this resource offers valuable insights into Weighted Spaces Completeness.

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