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arXiv:2207.01867 [math.PR]AbstractReferencesReviewsResources

Variations and extensions of the Gaussian concentration inequality, Part IIa: Special case

Daniel J. Fresen

Published 2022-07-05Version 1

A deviation inequality is proved for linear combinations of independent random variables with power-type decay. This is the second paper in a series of four: Part I, Part IIa, Part IIb and a supporting paper.

Comments: 21 pages. A significant amount of the material here was originally part of arXiv:2203.12523 and/or arXiv:1812.10938 and now stands as a paper on its own
Categories: math.PR, math.FA
Subjects: 60E05, 60E15, 46N30
Related articles: Most relevant | Search more
arXiv:2203.12523 [math.PR] (Published 2022-03-23)
Variations and extensions of the Gaussian concentration inequality, Part II
arXiv:1812.10938 [math.PR] (Published 2018-12-28)
Variations and extensions of the Gaussian concentration inequality
arXiv:1904.03674 [math.PR] (Published 2019-04-07)
An improved bound for the Gaussian concentration inequality

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