h-Divisible and cotorsion modules.- Completions.- Compatible extensions.- Localizations.- Artinian divisible modules.- Strongly unramified ring extensions.- The closed components of R.- Simple divisible modules.- Semi-simple and uniserial divisible modules.- The integral closure.- The primary decomposition.- The first neighborhood ring.- Gorenstein rings.- Multiplicities.- The canonical ideal of R.
h-Divisible and cotorsion modules.- Completions.- Compatible extensions.- Localizations.- Artinian divisible modules.- Strongly unramified ring extensions.- The closed components of R.- Simple divisible modules.- Semi-simple and uniserial divisible modules.- The integral closure.- The primary decomposition.- The first neighborhood ring.- Gorenstein rings.- Multiplicities.- The canonical ideal of R.
h-Divisible and cotorsion modules.- Completions.- Compatible extensions.- Localizations.- Artinian divisible modules.- Strongly unramified ring extensions.- The closed components of R.- Simple divisible modules.- Semi-simple and uniserial divisible modules.- The integral closure.- The primary decomposition.- The first neighborhood ring.- Gorenstein rings.- Multiplicities.- The canonical ideal of R.
h-Divisible and cotorsion modules.- Completions.- Compatible extensions.- Localizations.- Artinian divisible modules.- Strongly unramified ring extensions.- The closed components of R.- Simple divisible modules.- Semi-simple and uniserial divisible modules.- The integral closure.- The primary decomposition.- The first neighborhood ring.- Gorenstein rings.- Multiplicities.- The canonical ideal of R.
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