modules over a pid造句
例句與造句
- For 1 ), you probably know the structure theorem for finitely generated modules over a PID . It shows that any finitely-generated torsion-free module over a PID is free.
- For 1 ), you probably know the structure theorem for finitely generated modules over a PID . It shows that any finitely-generated torsion-free module over a PID is free.
- But it can also be shown directly as follows : let " M " be a torsion-free finitely generated module over a PID " A " and " F " a maximal free submodule.
- That's because there's a theorem ( using Zorn's lemma ) that says that a submodule of a free module over a PID is free . talk ) 05 : 16, 6 June 2010 ( UTC)
- This is a consequence of the structure theorem for finitely generated modules over a principal ideal domain, the basic form of which says a finitely generated module over a PID is a direct sum of a torsion module and a free module.
- It's difficult to find modules over a pid in a sentence. 用modules over a pid造句挺難的