37 citations · 41 across the 3 of their papers we have counts for
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math.RA2017
Intrinsic valuation entropy
Luigi Salce, Simone Virili
We extend the notion of intrinsic entropy for endomorphisms of Abelian groups to endomorphisms of modules over an Archimedean non-discrete valuation domain , using the natural n…
math.RA2015
The Addition Theorem for algebraic entropies induced by non-discrete length functions
Luigi Salce, Simone Virili
The validity of the Addition Theorem for algebraic entropies $\ent_L$ induced by non-discrete length functions on the category of locally -finite modules over arbitrary ring…
math.RA2014★ 4 cited
Idempotent pairs and PRINC domains
Giulio Peruginelli, Luigi Salce, Paolo Zanardo
A pair of elements in an integral domain is an idempotent pair if either , or . is said to be a PRINC domain if all the ideals generated…