Address book
Contacts
VALENTINA GRAZIAN
Position
Ricercatrice a tempo det. art. 24 c.3 lett. A L. 240/2010
Address
VIA TRIESTE, 63 - TORRE ARCHIMEDE - PADOVA
Telephone

Notices
Publications
13. For what algebraic systems does a useful privacy homomorphism exist? with A. Tortora and M. Tota, AIMS Mathematics 2025, Volume 10, Issue 4: 9539-9562.
12. Saturated fusion systems on p-groups of maximal class, with C. Parker. Memoirs of AMS, Volume 307, Number 1549 (2025).
11. On the order of semiregular automorphisms of cubic vertex-transitive graphs, with M. Barbieri and P. Spiga. European Journal of Combinatorics, Vol. 124 (2025).
10. Group nilpotency from a Graph point of view, with A. Lucchini and C. Monetta. International Journal of Group Theory, Vol. 13 No. 4 (2024), pp. 351–367.
9. On the structure of finite groups determined by the arithmetic and geometric means of element orders, with C. Monetta and M. Noce. Communications in Algebra, 52(7), 2715–2723.
8. Sharpness of saturated fusion systems on a Sylow p-subgroup of G2(p), with E. Marmo. Homology, Homotopy and Applications, 25(2), pp. 329-342.
7. A conjecture related to the nilpotency of groups with isomorphic non-commuting graphs, with C. Monetta. J. Algebra, 633 (2023), pp. 389-402.
6. On the number of fixed edges of automorphisms of vertex-transitive graphs of small valency, with M. Barbieri and P. Spiga. J. Algebraic Combinatorics, vol. 57, pp. 329-348.
5. On the Cayleyness of Praeger-Xu graphs, with M. Barbieri and P. Spiga, Bulletin of the Australian Mathematical Society, 106(3), pp. 353-356.
4. p-nilpotency criteria for some verbal subgroups, with Y. Contreras Rojas and C. Monetta. J. Algebra, 609 (2022), pp. 926-936.
3. Kernels of localities, with E. Henke. Forum of Mathematics, Sigma, 10, E74.
2. Fusion systems on p-groups of sectional rank 3, J. Algebra, 537, pp. 39-78.
1. Fusion systems containing pearls, J. Algebra, 510, pp. 98-140.
Research Area
p-local theory of finite groups, fusion systems, localities.
(p-)nilpotency and solubility criteria for finite groups.
Characterization of properties of finite groups encoded by graphs.