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- W1557500650 abstract "Interval functions constitute quite a special class of Boolean functions for which it is very easy and fast to determine their functional value on a specified input vector. The value of an n-variable interval function specified by interval [a, b] (where a and b are n-bit binary numbers) is true if and only if the input vector viewed as an n-bit number belongs to the interval [a, b]. Partially defined Boolean function (pdBf) is a pair (T, F) of sets of vectors representing truepoints and falsepoints respectively. In this paper we study the problem of finding an interval extension of given pdBf, that is a Boolean function f which respects truepoints and falsepoints of the input pdBf and can be represented by an interval. We present a polynomial-time algorithm which solves this problem." @default.
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- W1557500650 date "2006-12-16" @default.
- W1557500650 modified "2023-09-24" @default.
- W1557500650 title "Interval extensions of partially defined Boolean functions" @default.
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