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- Hilbert–Burch_theorem abstract "In mathematics, the Hilbert–Burch theorem describes the structure of some free resolutions of a quotient of a local or graded ring in the case that the quotient has projective dimension 2. Hilbert (1890) proved a version of this theorem for polynomial rings, and Burch (1968, p.944) proved a more general version. Several other authors later rediscovered and published variations of this theorem. Eisenbud (1995, theorem 20.15) gives a statement and proof.".
- Hilbert–Burch_theorem wikiPageID "33800100".
- Hilbert–Burch_theorem wikiPageRevisionID "594904692".
- Hilbert–Burch_theorem subject Category:Commutative_algebra.
- Hilbert–Burch_theorem subject Category:Theorems_in_algebra.
- Hilbert–Burch_theorem comment "In mathematics, the Hilbert–Burch theorem describes the structure of some free resolutions of a quotient of a local or graded ring in the case that the quotient has projective dimension 2. Hilbert (1890) proved a version of this theorem for polynomial rings, and Burch (1968, p.944) proved a more general version. Several other authors later rediscovered and published variations of this theorem. Eisenbud (1995, theorem 20.15) gives a statement and proof.".
- Hilbert–Burch_theorem label "Hilbert–Burch theorem".
- Hilbert–Burch_theorem sameAs Hilbert%E2%80%93Burch_theorem.
- Hilbert–Burch_theorem sameAs Q5761240.
- Hilbert–Burch_theorem sameAs Q5761240.
- Hilbert–Burch_theorem wasDerivedFrom Hilbert–Burch_theorem?oldid=594904692.