8 citations · 8 across the 3 of their papers we have counts for
3 papers
math.AC2023
Mixed multiplicity and Converse of Rees' theorem for modules
M. D. Ferrari, V. H. Jorge-Perez, L. C. Merighe
In this paper, we prove the converse of Rees' mixed multiplicity theorem for modules, which extends the converse of the classical Rees' mixed multiplicity theorem for ideals given…
math.AC2023
On Coefficient Module of Arbitrary Modules
M. D. Ferrari, V. H. Jorge Perez, P. H. Lima
Let be a -dimensional Noetherian local ring that is formally equidimensional, and let be an arbitrary -submodule of the free module with an…
q-bio.NC2014★ 8 cited
Understanding migraine using dynamical network biomarkers
Markus A. Dahlem, Jürgen Kurths, Michel D. Ferrari +3
Background: Mathematical modeling approaches are becoming ever more established in clinical neuroscience. They provide insight that is key to understand complex interactions of net…