Point ones are used to classify inorganic compounds for MO analysis.
The Yoneda lemma in category theory generalizes a statement about these objects that suggests that every one of these objects X is isomorphic to a subset of the symmetry one of these on X, a theorem named for Cayley. Point ones are used to classify inorganic compounds for MO analysis. These objects are called normal if they are self-conjugate. Those that look locally like a manifold, such as the general linear one, are named for Sophus Lie. The center of one of these objects is a subset of it where commutativity holds, so the center of one of these is Abelian. For 10 points, name these algebraic structures with an invertible, associative binary operation.
The Yoneda lemma in category theory generalizes a statement about these objects that suggests that every one of these objects X is isomorphic to a subset of the symmetry one of these on X, a theorem named for Cayley.
{groups}