Boolean AlgebraThese are the four logical operators for Boolean Algebra in Matlab. See the descriptions and click on the topic of your interest to see examples. Boolean and Relational operators Summary In Matlab, there are four logical (aka boolean) operators. These operators produce vectors or matrices of the same size as the operands, with 1 when the condition is true, and 0 when the condition is false... Laws of Boolean Algebra In the following axioms and theorems, the '+' or 'V' signs represent a logical OR (or conjunction), the '.' or '^' signs represent a logical AND (or disjunction), and '¬' or '~' represent a logical NOT ( or negation)... De Morgan's Laws In Boolean Algebra, there are some very important laws which are called the De Morgan's laws. These laws teach us how to interchange NOT with AND or OR logical operators... Logical AND. See details and examples. A & B performs a logical AND of arrays A and B and returns an array containing elements set to either logical 1 (TRUE) or logical 0 (FALSE). Logical OR. See details and examples. A | B performs a logical OR of arrays A and B and returns an array containing elements set to either logical 1 (TRUE) or logical 0 (FALSE). Logical EXCLUSIVE OR. See details and examples. For the logical exclusive XOR(A,B), the result is logical 1 (TRUE) where either A or B, but not both, is nonzero. The result is logical 0 (FALSE) where A and B are both zero or nonzero. Logical NOT. See details and examples. ~A performs a logical NOT of input array A, and returns an array containing elements set to either logical 1 (TRUE) or logical 0 (FALSE). From 'Boolean Algebra' to home
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