Hilbert's syzygy theorem

（重定向自Syzygy theorem）

In mathematics, Hilbert's syzygy theorem is a result of commutative algebra, first proved by David Hilbert (1890) in connection with the syzygy (relation) problem of invariant theory. Roughly speaking, starting with relations between polynomial invariants, then relations between the relations, and so on, it explains how far one has to go to reach a clarified situation. It is now considered to be an early result of homological algebra, and through the depth concept, to be a measure of the non-singularity of affine space.

单词	Syzygy theorem
释义	Syzygy theorem 英语百科 Hilbert's syzygy theorem （重定向自Syzygy theorem） In mathematics, Hilbert's syzygy theorem is a result of commutative algebra, first proved by David Hilbert (1890) in connection with the syzygy (relation) problem of invariant theory. Roughly speaking, starting with relations between polynomial invariants, then relations between the relations, and so on, it explains how far one has to go to reach a clarified situation. It is now considered to be an early result of homological algebra, and through the depth concept, to be a measure of the non-singularity of affine space.
随便看	Bizzozero corpuscles的意思 Bizzozero platelets的意思 bizzs的意思 bizzy的意思 Bière的意思 Bièvre的意思 BIE的意思 Bié Plateau的意思 Bié, Prov.do的意思 Biābān的意思 Biārjmand的意思 Biłgoraj的意思 Biňang的意思 Bišany的意思 Biševo的意思 Biševo, Otok的意思 Biševski Kan.的意思 b.j的意思 Bj.的意思 bj的意思 .bj的意思 B.J.的意思 BJA的意思 Bjala Slatina的意思 Bjallar的意思