= Supercommutative algebra
{wiki=Supercommutative_algebra}
Supercommutative algebra is a branch of mathematics that extends the concepts of commutative algebra into the realm of superalgebras, which incorporate both commuting (even) and anti-commuting (odd) elements. It is often used within the context of supersymmetry in physics and the study of graded structures in mathematics. In a typical commutative algebra, the elements satisfy the property \\( ab = ba \\) for all elements \\( a \\) and \\( b \\).
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