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REPORTS > KEYWORD > DIRECT-PRODUCT THEOREM:
Reports tagged with Direct-product Theorem:
TR09-078 | 16th September 2009
Falk Unger

A Probabilistic Inequality with Applications to Threshold Direct-product Theorems

We prove a simple concentration inequality, which is an extension of the Chernoff bound and Hoeffding's inequality for binary random variables. Instead of assuming independence of the variables we use a slightly weaker condition, namely bounds on the co-moments.

This inequality allows us to simplify and strengthen several known ... more >>>




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