Theory of new second-order expansions for the moments of \({100\rho \%}\) accelerated sequential stopping times in normal mean estimation problems when \({0<\rho <1}\) is arbitrary (Q6176223)
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scientific article; zbMATH DE number 7716656
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Theory of new second-order expansions for the moments of \({100\rho \%}\) accelerated sequential stopping times in normal mean estimation problems when \({0<\rho <1}\) is arbitrary |
scientific article; zbMATH DE number 7716656 |
Statements
Theory of new second-order expansions for the moments of \({100\rho \%}\) accelerated sequential stopping times in normal mean estimation problems when \({0<\rho <1}\) is arbitrary (English)
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25 July 2023
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accelerated sequential
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asymptotics
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first-order (f.o.) asymptotics
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purely sequential
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second-order (s.o.) asymptotics
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second-order (s.o.) efficiency
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second-order (s.o.) regret
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simulations
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