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...

mathematics, Hilbert's syzygy theorem is one of the three fundamental theorems about polynomial rings over fields, first proved by David Hilbert in 1890,...

ends Hilbert's paradox of the Grand Hotel Hilbert–Schmidt operator Hilbert–Smith conjecture Hilbert–Burch theorem Hilbert's irreducibility theorem Hilbert's...

system Hilbert–Bernays paradox Hilbert–Bernays provability conditions Hilbert–Burch theorem Hilbert–Kunz function Hilbert–Poincaré series Hilbert–Pólya...

pseudo-coherent complex may be thought of as a limit of perfect complexes. Hilbert–Burch theorem elliptic complex (related notion; discussed at SGA 6 Exposé II,...

hypersurface ring. There is also a structure theorem for Cohen–Macaulay rings of codimension 2, the Hilbert–Burch theorem: they are all determinantal rings, defined...

to the global sections functor. Standard resolution Hilbert–Burch theorem Hilbert's syzygy theorem Free presentation Matrix factorizations (algebra) Jacobson...

Noetherian. 6.  The Hilbert–Burch theorem describes a free resolution of a quotient of a local ring with projective dimension 2. 7.  The Hilbert–Kunz function...

counsel for the House October Surprise Task Force[citation needed] Lucius E. Burch Jr. (B.A. 1930, J.D. 1936) – attorney, best known for his contributions...