Translating Boolean sets to fuzzy sets (reals and their topology)

Rok, strany: 1999, 197 - 209

A Boolean universe (possibly over a set of urelements) can be translated to the fuzzy universe using a measure on the Boolean algebra. Conjecturing that Boolean reals can be represented as distribution functions we prove it for binary rationals over the algebra of half-open intervals (which is a quite efficient implementation of Boolean sourced fuzzy rationals). The induced topology is defined.

ISO 690:

Vojtáš, P. 1999. Translating Boolean sets to fuzzy sets (reals and their topology). In Tatra Mountains Mathematical Publications, vol. 16, no.1, pp. 197-209. 1210-3195.

APA:

Vojtáš, P. (1999). Translating Boolean sets to fuzzy sets (reals and their topology). Tatra Mountains Mathematical Publications, 16(1), 197-209. 1210-3195.