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An application of the KMT construction to the pathwise weak error in the Euler approximation of one-dimensional diffusion process with linear diffusion coefficient - MaRDI portal

An application of the KMT construction to the pathwise weak error in the Euler approximation of one-dimensional diffusion process with linear diffusion coefficient (Q1676446)

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scientific article; zbMATH DE number 6803467
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English
An application of the KMT construction to the pathwise weak error in the Euler approximation of one-dimensional diffusion process with linear diffusion coefficient
scientific article; zbMATH DE number 6803467

    Statements

    An application of the KMT construction to the pathwise weak error in the Euler approximation of one-dimensional diffusion process with linear diffusion coefficient (English)
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    7 November 2017
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    diffusion process
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    Euler scheme
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    Wasserstein metric
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    quantile coupling technique
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