Evarist Giné, Rafał Latała, Joel Zinn
Published 2000-03-31Version 1
A Bernstein-type exponential inequality for (generalized) canonical U-statistics of order 2 is obtained and the Rosenthal and Hoffmann-J{\o}rgensen inequalities for sums of independent random variables are extended to (generalized) U-statistics of any order whose kernels are either nonnegative or canonical
Concentration and Moment Inequalities for Polynomials of Independent Random Variables
On the Expectations of Maxima of Sets of Independent Random Variables
Two-sided bounds for $L_p$-norms of combinations of products of independent random variables
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