Papers



• [27] Quotients of the Highwater algebra and its cover (with C. Franchi and J. McInroy), arXiv: 2205.02200
  
  
• [26] 2-generated axial algebras of Monster type (with C. Franchi and S. Shpectorov), to appear in J. Pure and Applied Algebra
  
  
• [25] 2-generated axial algebras of Monster type ${2\beta, \beta}$ (with C. Franchi and 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} (with C. Franchi and A.A. Ivanov), 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 (with C. Franchi) 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 (with C. Franchi and 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 (with C. Franchi and A. A. Ivanov), Algebra Coll. 27, Issue 1 (2020), 31-50.
  
  
• [20] Fusion systems on the Sylow 3-subgroup of the McLaughlin group (with E. Baccanelli and C. Franchi), J. Group Th. 22, Issue 4 (2019), 689-711.
  
  
• [19] Radicals of S_n-invariant hermitian forms (with C. Franchi and A. A. Ivanov), Algebraic Combinatorics 1 (2018), 425-440.
  
  
• [18] Permutation modules for the symmetric group (with C. Franchi and A. A. Ivanov), Proc. Amer. Math. Soc. 145, Number 8 (2017), 3249-3262.
  
  
• [17] Standard Majorana representations of the symmetric groups (with C. Franchi and A. A. Ivanov), J. Algebraic Combin. 44 (2016), 265-292.
  
  
• [16] The 2A-Majorana representations of F_5 (with C. Franchi and A. A. Ivanov), Ars Matematica Contemporanea 11 (2016), 175-187.
  
  
• [15] A characterization of HN: addendum (with C. Franchi, R. Solomon), J. Group Th. 13 (2010), 151-153.
  
  
• [14] A characterization of HN (with C. Franchi, R. Solomon), J. Group Th. 11 (2008), 357-369.
  
  
• [13] A characterization of the sporadic group of Lyons (with C. Franchi and M.S. Lucido), J. Algebra 319 (2008), 847-867.
  
  
• [12] Normal Subgroups in the Subgroup Lattices of Finite p-groups Contemporary Mathematics 402 (2006), 211-214.
  
  
• [11] The ~P!-Theorem (with U. Meierfrankenfeld, G. Parmeggiani and B. Stellmacher) J. Algebra 263 (2005), 363-392.
  
  
• [10] Transitive permutation groups with cyclic point stabilizers of maximum order (with A. Lucchini and B. Stellmacher) Geometriae Dedicata 100 (2003), 117-121.
  
  
• [9] Groups with all subgroups f-subnormal (with C. Casolo) Quaderni di Matematica 8 (2001), 77-86.
  
  
• [8] Groups in which every subgroup is f-subnormal (with C. Casolo) J. Group Theory 4 (2001), 341-365.
  
  
• [7] Finite Groups Whose Poset of Conjugacy Classes of Subgroups is Isomorphic to the One of an Abelian Group Boll. Un. Mat. Ital. 1 (1998), 691-698.
  
  
• [6] Modular Sublattices in a Finite p-Group Comm. Algebra 26 (1998), 3119-3132.
  
  
• [5] On the Poset of Conjugacy Classes of Subgroups of Finite p-Groups Comm. Algebra 25 (1997), 3155-3177.
  
  
• [4] Gruppi con pochi sottogruppi non quasinormali Rend. Sem. Mat. Univ. Padova 88 (1992), 245-261.
  
  
• [3] A Simple Proof of Baer's and Sato's Theorems on Lattice Isomorphisms  between Groups Rend. Mat. Acc. Lincei s. 9 3 (1992), 173-176.
  
  
• [2] A Dedekindsche Gruppen und Dedekindsche Untergruppen. Dissertation, Kiel (1992).
  
  
• [1] Projektivitäten zwischen abelschen und nichtabelschen Gruppen Arch.  Mat. 57 (1991), 332-338.