Non-associative Algebra
Commutativity is a fundamental property of certain algebraic structures where the order of operations does not affect the result. In mathematical terms, an operation * is commutative if for any elements a and b, the equation a * b = b * a holds true. This property is crucial in various algebraic contexts, influencing the behavior of operations in systems like rings and algebras, including their application in fields such as quantum mechanics and computational methods.
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