👉 In mathematics, an antisymmetric function is a mathematical function that satisfies the property that for any two values \(a\) and \(b\), the function \(f(a) = f(b)\) implies that \(a = b\). This is often denoted as \(f(a) = -f(-a)\). For example: - The absolute value function, \(f(x) = |x|\), satisfies this property because for any two values \(x\) and \(-x\),
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What is the definition of Antisymmetrical? 🙋
👉 In mathematics and computer programming, an antisymmetric relation is a binary relation that is symmetric but not necessarily reflexive. In other words, if (x, y) is in the relation, then x = y. This means that the order of elements does not matter. For example, consider the relation "x > y" on the set {1, 2, 3}. If we represent this as a binary tree where the root node represents the number 1 and all its children nodes
