Boolean Algebra
In mathematics, Boolean Algebra is a special type of algebraic structure, a type of general algebra used in mathematics, theoretical computer science, and digital electronics. Its name comes from the name of the mathematician, philosopher, and logician George Boole.The theory of Boolean algebras is a branch of mathematics at the intersection of partial order theory, algebra, mathematical logic, and topology (the properties of a geometric object).Typical examples of Boolean algebras are the family of all subsets of a fixed set with operations on the sets as algebra operations, and the two-element algebra of logical values {0, 1} with operations of conjunction, alternation, and negation. History Of Boolean Algebra The term "Boolean Algebra" was named after George Boole (1815–1864),...