Weak type estimates for maximal operators with a cylindric distance function (Q2491111)
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| Language | Label | Description | Also known as |
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| English | Weak type estimates for maximal operators with a cylindric distance function |
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Weak type estimates for maximal operators with a cylindric distance function (English)
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26 May 2006
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The authors establish sharp weak-type estimates for the maximal operators \(T_{*}^{\lambda}\) associated with cylindric Riesz means for functions on \(H^{p}(\mathbb R^3)\) when \(4/5 <p<1\) and \(\lambda=3/p-5/2\), and when \(p=4/5\) and \(\lambda>3/p-5/2\).
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cylindric distance
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Bochner-Riesz mean
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multipliers
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weak type estimates
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