| 11. | Naive set theory interprets Boolean operations as acting on subsets of a given set " X ".
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| 12. | Boolean operations, extrusions, revolves, and bevels, as well as lattice deformations and relational modeling tools.
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| 13. | In 2007, Rinaudo et al . demonstrated that RNAi based riboregulators can also perform Boolean operations in cells.
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| 14. | By analogy with G�del numbering of computable functions one might call this numbering of the Boolean operations the Boole numbering.
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| 15. | Both of these bases allow Boolean algebras to be defined via a subset of the equational properties of the Boolean operations.
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| 16. | Numeric and boolean operations are not supported on literals, but collection-oriented operations ( such as rotate ) are supported.
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| 17. | There is however another approach to introducing infinitary Boolean operations : simply drop " finitary " from the definition of Boolean algebra.
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| 18. | Because each output can have two possible values, there are a total of 2 4 = 16 possible binary Boolean operations.
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| 19. | It also performs a " 4 operand " boolean operation ( typically destination : = op ( destination, source, mask ))
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| 20. | There being sixteen binary Boolean operations, this must leave eight operations with an even number of 1's in their truth tables.
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