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- W5493544 abstract "We consider an n-ary random Boolean function f such that for and study its geometric model, the so called interval graph. The interval graph of a Boolean function was introduced by Sapozhenko and has been used in construction of schemes realizing Boolean functions. Using this model, we estimate the number of maximal intervals intersecting a given maximal interval of a random Boolean function and prove that the asymptotic bound on the logarithm of the number is , where ?(n) ? 0 as ." @default.
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- W5493544 date "2008-01-01" @default.
- W5493544 modified "2023-10-16" @default.
- W5493544 title "AVERAGE DEGREE IN THE INTERVAL GRAPH OF A RANDOM BOOLEAN FUNCTION" @default.
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