Representable tangent structures on affine schemes correspond to finitely generated projective commutative associative solid non-unital algebras, yielding exactly two over a principal ideal domain: the trivial structure and the Kähler differentials one.
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Representable tangent structures for affine schemes
Representable tangent structures on affine schemes correspond to finitely generated projective commutative associative solid non-unital algebras, yielding exactly two over a principal ideal domain: the trivial structure and the Kähler differentials one.