- References
In commutative algebra, a field of mathematics, the monomial conjecture of Melvin Hochster says the following:[1] Let A be a Noetherian local ring of Krull dimension d and let x1, ..., xd be a system of parameters for A (so that A/(x1, ..., xd) is an Artinian ring. Then for all positive integers t, we have The statement can relatively easily be shown in characteristic zero. References 1. ^http://www5a.biglobe.ne.jp/~tomari/hamana/roberts.pdf
{{DEFAULTSORT:Monomial Conjecture}} 2 : Commutative algebra|Conjectures |