Basics
L ' Boolean algebra is defined on a finite set of values \u200b\u200b(the two values \u200b\u200b true and false ) that you can manipulate through appropriately defined functions. These functions operate on one or two Boolean variables, and produce results in a single value, which is also boolean.
In dealing with Boolean algebra, we must bear in mind that the logic and not in a numbering system, logic works, in fact, with only two values: 0 and 1 (not intended as numbers!). The logical variables are generally indicated by capital letters A, B, C, ... The operands are the main three: denial or NOT (¯, or!) or logical sum OR (+); product AND logical or (x).
Please note the following link for further information. Boolean algebra.
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