STEFANELLO, LORENZO Statistiche
STEFANELLO, LORENZO
DIREZIONE RICERCA E VALORIZZAZIONE DELLE CONOSCENZE
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Risultati 1 - 6 di 6 (tempo di esecuzione: 0.014 secondi).
On Fuchs' problem for finitely generated abelian groups: The small torsion case
2025-01-01 Del Corso, I.; Stefanello, L.
On bi-skew braces and brace blocks
2023-01-01 Stefanello, L.; Trappeniers, S.
On the connection between Hopf–Galois structures and skew braces
2023-01-01 Stefanello, Lorenzo; Trappeniers, Senne
Skew braces from Rota–Baxter operators: a cohomological characterisation and some examples
2023-01-01 Caranti, A; Stefanello, L
Brace blocks from bilinear maps and liftings of endomorphisms
2022-01-01 Caranti, A.; Stefanello, L.
From endomorphisms to bi-skew braces, regular subgroups, the Yang–Baxter equation, and Hopf–Galois structures
2021-01-01 Caranti, A; Stefanello, L
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| On Fuchs' problem for finitely generated abelian groups: The small torsion case | 1-gen-2025 | Del Corso, I.; Stefanello, L. | |
| On bi-skew braces and brace blocks | 1-gen-2023 | Stefanello, L.; Trappeniers, S. | |
| On the connection between Hopf–Galois structures and skew braces | 1-gen-2023 | Stefanello, Lorenzo; Trappeniers, Senne | |
| Skew braces from Rota–Baxter operators: a cohomological characterisation and some examples | 1-gen-2023 | Caranti, A; Stefanello, L | |
| Brace blocks from bilinear maps and liftings of endomorphisms | 1-gen-2022 | Caranti, A.; Stefanello, L. | |
| From endomorphisms to bi-skew braces, regular subgroups, the Yang–Baxter equation, and Hopf–Galois structures | 1-gen-2021 | Caranti, A; Stefanello, L |