Pubblicazioni
- [26] Quotients of the Highwater algebra and its cover (con M. Mainardis e J. McInroy), J. Algebra 640 (2024), 432-476, electronically published on 15 November 2023, doi:
https://doi.org/10.1016/j.jalgebra.2023.11.009
- [25] 2-generated axial algebras of Monster type ${2\beta, \beta}$ (con M. Mainardis e S. Shpectorov), J. Algebra 636 (2023), 123-170, electronically published on 30 August 2023, doi: https://doi.org/10.1016/j.jalgebra.2023.08.020.
- [24] Saturated Majorana representations of A_{12} (con A.A. Ivanov e M. Mainardis), Trans. Amer. Mat. Soc. 375 (2022), 5753-5801, electronically published on June 3, 2022, doi: http://doi.org/10.1090/tran/8669
- [23] Classifying 2-generated symmetric primitive axial algebras of Monster type (con M. Mainardis) J. Algebra 596 (2022), 200-218, doi:10.1016/j.jalgebra.2022.01.004
- [22] An infinite dimensional 2-generated primitive axial algebra of Monster type (con M. Mainardis e S. Shpectorov) Annali Mat. Pura ed App. 201 (2022), 1279-1293, electronically published on Sept. 22, 2021, doi:10.1007/s10231-021-01157-8.
- [21] Majorana representations of finite groups (con A. A. Ivanov e M. Mainardis), Algebra Coll. 27, Issue 1 (2020), 31-50.
- [20] Fusion systems on the Sylow 3-subgroup of the McLaughlin group (con E. Baccanelli e M. Mainardis), J. Group Th. 22, Issue 4 (2019), 689-711.
- [19] Radicals of S_n-invariant hermitian forms (con A. A. Ivanov and M. Mainardis), Algebraic Combinatorics 1 (2018), 425-440.
- [18] Finite group actions on 3-manifolds and cyclic branched covers of
knots (con M. Boileau, M. Mecchia, L. Paoluzzi, B. Zimmermann), J. Topology 11, Issue 2 (2018), 283-308.
- [17] Permutation modules for the symmetric group (con A. A. Ivanov and M. Mainardis),
Proc. Amer. Math. Soc. 145, Number 8 (2017), 3249-3262.
- [16] Standard Majorana representations of the symmetric groups (con A. A. Ivanov and M. Mainardis),
J. Algebraic Combin. 44 (2016), 265-292.
- [15] The 2A-Majorana representations of F_5 (con A. A. Ivanov and M. Mainardis), Ars Matematica Contemporanea 11 (2016), 175-187.
- [14] On minimal degrees of permutation representations of abelian quotients of finite groups,
Bull. Austr. Math. J. 84 (2011), 408-413. (Abstract)
- [13] A characterization of HN: addendum (con M. Mainardis, R. Solomon),
J. Group Th.
13 (2010), 151-153
- [12] A characterization of HN (con M. Mainardis, R. Solomon),
J. Group Th.
11 (2008), 357-369
- [11] A characterization of the sporadic group of Lyons (con
M.S. Lucido, M. Mainardis), J. Algebra 319 (2008),
847-867
- [10] Abelian sharp permutation groups, J. Algebra 283, n.1 (2005), 1-5.
- [9] Multiple transitivity and Min-wise independence in
permutation groups, J. Algebra Appl. 3, n.4 (2004),
427-435.
- [8] Non-abelian sharp permutation $p$-groups, Israel J. Math. 139 (2004), 157-175.
- [7] Min-wise independent groups (with M. Vsemirnov), European J. Combin. 24, n. 7 (2003), 855-875.
- [6] On a class of generalized T-groups,
Glasg. Math. J. 45 (2003), 441-456. (Abstract)
- [5] m-Wielandt series in infinite groups,
J. Aust. Math. Soc. 70 (2001), 76-87. (Abstract)
- [4] On permutation groups of finite type,
European J. Combin. 22, n. 6 (2001), 821-837. (Abstract)
- [3] A note on groups paralyzing a subgroup series (with
U. Dardano),
Rend. Cir. Mat. Palermo Serie II, Tomo L (2001), 165-170. (Abstract)
- [2] On group automorphisms fixing subnormal subgroups setwise
(with U. Dardano),
Boll. Un. Mat. It. (8) 3-B (2000), 811-820. (Abstract)
- [1] Subgroups like Wielandt's in soluble groups, Glasg.
Math. J. 42 (2000), 67-74. (Abstract)
Preprints
- 2-generated axial algebras of Monster type (con M. Mainardis e S. Shpectorov), arXiv:2101.10315 [math.RA].
- 2-generated axial algebras of Monster type ${2\beta, \beta}$ (con M. Mainardis e S. Shpectorov), arXiv:2101.10379 [math.RA].
- Quotients of the Highwater algebra and its cover (con M. Mainardis e J. McInroy), arXiv:2205.02200 [math.RA].
In preparazione
- Majorana representations of 2XA_6 (con A. A. Ivanov e M. Mainardis).
- Majorana representations of M_22 (con A. A. Ivanov e M. Mainardis).