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#factorization_algebra

Factorization algebra

Algebraic structure in mathematical physics

In mathematics and mathematical physics, a factorization algebra is an algebraic structure first introduced by Beilinson and Drinfel'd in an algebro-geometric setting as a reformulation of chiral algebras, and also studied in a more general setting by Costello and Gwilliam to study quantum field theory.

Tue 3rd

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Factorization algebra Factorization Factorization of polynomials Matrix factorization (algebra) Unique factorization domain Integer factorization Numerical linear algebra Matrix decomposition Fundamental theorem of arithmetic Algebraic number theory
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