= Generalized Clifford algebra
{wiki=Generalized_Clifford_algebra}
Generalized Clifford algebras are an extension of the standard Clifford algebras defined over a vector space equipped with a quadratic form. They generalize ideas from traditional Clifford algebras to accommodate broader classes of geometrical and algebraic structures. A standard Clifford algebra \\( Cl(V, Q) \\) is constructed from a finite-dimensional vector space \\( V \\) over a field (usually the real or complex numbers) together with a non-degenerate quadratic form \\( Q \\).
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