1994
DOI: 10.1080/00927879408824981
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Asymptotic properties of filtrations on a module

Abstract: Let M be a module over a commutative ring A. For any filtrations F = (Mn) and G = (Nn) on M, we define the numbers aF(G) and bF(G). Their existence -in W+ and their symetric properties are proved.-

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