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Malliavin differentiability of indicator functions on canonical Lévy spaces

Article ID Journal Published Year Pages File Type
7548353 Statistics & Probability Letters 2018 11 Pages PDF
Abstract
In this paper, we consider Malliavin differentiability of indicator functions on canonical Lévy spaces. We give necessary and sufficient conditions for it. This is a Lévy space version of a result of Sekiguchi and Shiota (1985).
Keywords
60H0760G51primaryIndicator functionssecondaryMalliavin calculusLévy processes
Related Topics
Physical Sciences and Engineering Mathematics Statistics and Probability
Preview
Malliavin differentiability of indicator functions on canonical Lévy spaces
Authors
Ryoichi Suzuki,
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Journal
Statistics & Probability Letters
Journal: Statistics & Probability Letters
Related Categories
60H07
60G51
primary
Indicator functions
secondary
Malliavin calculus
Lévy processes
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