A variant of Pitman's theorem on \((2J_s-R_s,s\geq 0)\) for a general transient Bessel process \(R_{(+)}\) and its implications for the corresponding Ito's measure \(\mathbf n_{(-)}\) (Q2346978)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A variant of Pitman's theorem on \((2J_s-R_s,s\geq 0)\) for a general transient Bessel process \(R_{(+)}\) and its implications for the corresponding Ito's measure \(\mathbf n_{(-)}\) |
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Statements
A variant of Pitman's theorem on \((2J_s-R_s,s\geq 0)\) for a general transient Bessel process \(R_{(+)}\) and its implications for the corresponding Ito's measure \(\mathbf n_{(-)}\) (English)
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26 May 2015
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transient Bessel process
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local time
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excursion theory
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Itō's measure
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