DE STEFANI, ALESSANDRO

DE STEFANI, ALESSANDRO  

100021 - Dipartimento di Matematica  

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Titolo Data di pubblicazione Autore(i) File
AN ALGORITHM FOR CONSTRUCTING CERTAIN DIFFERENTIAL OPERATORS IN POSITIVE CHARACTERISTIC 1-gen-2015 Boix, Af; De Stefani, A; Vanzo, D
ARTINIAN LEVEL ALGEBRAS OF LOW SOCLE DEGREE 1-gen-2014 De Stefani, A
A Cayley–Bacharach theorem for points in Pn 1-gen-2021 Caviglia, G.; De Stefani, A.
Cohomologically Full Rings 1-gen-2019 Dao, Hailong; De Stefani, Alessandro; Ma, Linquan
A counterexample to a conjecture of Ding 1-gen-2016 De Stefani, A
Decomposition of graded local cohomology tables 1-gen-2020 De Stefani, A.; Smirnov, I.
Decomposition of local cohomology tables of modules with large E-depth 1-gen-2021 Caviglia, G.; De Stefani, A.
F-signature function of quotient singularities 1-gen-2019 Caminata, Alessio; De Stefani, Alessandro
F-Stable Secondary Representations and Deformation of F-Injectivity 1-gen-2021 De Stefani, A.; Ma, L.
F-THRESHOLDS OF GRADED RINGS 1-gen-2018 De Stefani, A; Nunez-Betancourt, L
Frobenius Betti numbers and modules of finite projective dimension 1-gen-2017 De Stefani, A.; Huneke, C.; Nunez-Betancourt, L.
Frobenius Betti numbers and modules of finite projective dimension 1-gen-2017 De Stefani, A; Huneke, C; Nunez-Betancourt, L
Generalizing Serre's Splitting Theorem and Bass's Cancellation Theorem via free-basic elements 1-gen-2018 De Stefani, A; Polstra, T; Yao, Yw
Global F-splitting ratio of modules 1-gen-2022 DE STEFANI, Alessandro; Polstra, Thomas; Yao, Yongwei
Globalizing F-invariants 1-gen-2019 De Stefani, Alessandro; Polstra, Thomas; Yao, Yongwei
LINEARLY PRESENTED MODULES AND BOUNDS ON THE CASTELNUOVO-MUMFORD REGULARITY OF IDEALS 1-gen-2022 Caviglia, G.; de Stefani, A.
Local cohomology and Lyubeznik numbers of F-pure rings 1-gen-2018 De Stefani, A; Grifo, E; Nunez-Betancourt, L
On Monomial Golod Ideals 1-gen-2020 Dao, H.; De Stefani, A.
ON THE EXISTENCE OF F-THRESHOLDS AND RELATED LIMITS 1-gen-2018 De Stefani, A; Nunez-Betancourt, L; Perez, F
Products of ideals may not be Golod 1-gen-2016 De Stefani, A