A boolean operator is a simple word such as and, or, or not which are used to narrow or expand searches. Boolean operators are also used in programming to determine a path of action often depending on the status of a variable.
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Boolean logic is used to combine multiple operations together. You can use "OR" to choose one or more from several sets of conditions, "AND" to specify all conditions must be met, "XOR" if only one of two conditions must be met (but not both), and "NOT" to specify that a condition must not be met.
A boolean operator is an operator that returns true or false (zero or non-zero). Non-zero values are typically -1 (0xFF in 8-bit hexadecimal), however the actual value is immaterial.
Examples of boolean operators are the ==, !=, >, >=, < and <= operators. Each of these compares the left operand with the right operand and returns true or false depending on the comparison. E.g., if x is equal to y, then x operator, when applied to strings, must return !strcmp() in order to return the correct boolean value.
Boolean algebra is a mathematical method used to describe the behavior and operation of digital logic. Boolean descriptions and relationships can help us design logic and predict the behavior of more complex digital systems.
Boolean searches allow you to combine words and phrases using the words AND, OR, NOT and NEAR (otherwise known as Boolean operators) to limit, widen, or define your search. Most Internet search engines and Web directories default to these Boolean search parameters anyway, but a good Web searcher should know how to use basic Boolean operators.
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what is the contribution George Boolean to the development of Boolean operations
George W. Boolean. AK