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(algebra) An algebra over a field; a ring with identity together with an injective ring homomorphism from a field, k, to the ring such that the image of the field is a subset of the center of the ring and such that the image of the field’s unity is the ring’s unity.

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k-algebra

The representation theory of a finite-dimensional k-algebra reveals much about its module category.

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The representation theory of a finite-dimensional k-algebra reveals much about its module category.

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