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Functional inequalities on path spaces of processes with independent increments - MaRDI portal

Functional inequalities on path spaces of processes with independent increments (Q5891693)

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scientific article; zbMATH DE number 6064245
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Functional inequalities on path spaces of processes with independent increments
scientific article; zbMATH DE number 6064245

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    Functional inequalities on path spaces of processes with independent increments (English)
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    8 August 2012
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    logarithmic Sobolev inequality
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    Poincaré inequality
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    processes with independent increments
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    This interesting research announcement contains a logarithmic Sobolev inequality and a Poincaré inequality for functionals of processes with independent increments. For this, the author uses the canonical representation of the process, the Clark-Ocone formula, and the chaos decomposition.
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