Hankel operators with anti-meromorphic symbols (Q2346148)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Hankel operators with anti-meromorphic symbols |
scientific article |
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Hankel operators with anti-meromorphic symbols (English)
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29 May 2015
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The authors of the article under review study Hankel operators on spaces of holomorphic functions in \({\mathbb C}\setminus\{0\}\) that belong to \(L^2(\mu_m)\), where \[ d\mu_m(z)=e^{-(|z|^m+|z|^{-m})}dA(z). \] They study the properties of boundedness, compactness and Schatten-von Neumann class membership.
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Hankel operators
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Hilbert spaces
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strong moment problem
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Laurent polynomials
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