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№ 51, Moscow, 2014
Authors: Yashunsky A. D.
On probability distribution sets preserved by finite field operations
We consider distributions of random variables over a finite field, obtained as results of field operations on independent random variables with given distributions. We construct subsets of distributions that are preserved by finite field addition and multiplication.
random variable, finite field, expressibility, preserved set
Publication language: russian/english, pages: 20/20
Research direction:
Mathematical problems and theory of numerical methods
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