Let \(R\) be an integral domain and \(M\) an \(R\)-module. \(M\) is torsion-free if its torsion submodule is zero: \(\tor(M) = \theset{0}\).
What does it mean for a module to be torsionfree?
Torsion-free module
FD-U6KUJ
FD-U6KUJ
Let \(R\) be an integral domain and \(M\) an \(R\)-module. \(M\) is torsion-free if its torsion submodule is zero: \(\tor(M) = \theset{0}\).