In mathematics, a separable algebra is a kind of semisimple algebra. It is a generalization to associative algebras of the notion of a separable field extension.
Read more about Separable Algebra: Definition and First Properties, Commutative Separable Algebras, Examples, Separable Extensions For Noncommutative Rings
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“Poetry has become the higher algebra of metaphors.”
—José Ortega Y Gasset (1883–1955)
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