found: Work cat.: Haas, P.J. Hoeffding inequalities for join selectivity estimation and online aggregation, 1996.
found: Wikipedia, Sept. 21, 2007(Hoeffding's inequality, named after Wassily Hoeffding, is a result in probability theory that gives an upper bound on the probability for the sum of random variables to deviate from its expected value)
found: Candès, E.J. Quantitative robust uncertainty principles and optimally sparse decompositions, via WWW, Sept. 21, 2007:p. 23 (The Hoeffding inequality is a well-known large deviation bound for sums of independent random variables)
found: Najarian, K. Application of learning theory in neural modeling of dynamic systems, 2001:p. 49 ( ... Hoeffding's inequality is known to give one of the tightest available bounds on summation of random variables ... )
found: The annals of probability, Apr. 2004:p. 1650 (On Hoeffding's inequalities)
notfound: Glossary of mathematical terms, via WWW, Sept. 21, 2007;MathWorld, via WWW, Sept. 21, 2007;Everitt, B. The Cambridge dictionary of statistics, 2002;James R.C. Mathematics dictionary, 1992;Encyclopedic dictionary of mathematics, 1987