Annalisa Conversano Senior Lecturer Massey University - Auckland (NZ) a.conversano@massey.ac.nz

Articles:

• A. Conversano, Definable rank, o-minimal groups, and Wiegold's problem, latest version July 2023.

• A. Conversano, A Jordan-Chevalley decomposition beyond algebraic groups, latest version June 2023.

• A. Conversano and N. Monod, Lie groups in the symmetric group: reducing Ulam's problem to the simple case,
  Journal of Algebra, to appear.
  ERA Journal rankings: A*
• A. Conversano, A. Onshuus and S. Post, Real Lie groups and o-minimality,
  Proceedings of the American Mathematical Society, 150 (2022), 2701-2714.
  ERA Journal rankings: A
• A. Conversano and M. Mamino, One Lie group to define them all,
  Notre Dame Journal of Formal Logic, 63 (2022), 29-34.
  ERA Journal rankings: A
• A. Conversano, Nilpotent groups, o-minimal Euler characteristic, and linear algebraic groups,
  Journal of Algebra, 587 (2021), 295-309.
  ERA Journal rankings: A*
• A. Conversano, Groups definable in o-minimal structures: various properties and a diagram,
  Journal of Applied Logic, 8 (2021), 2235-2255.
  ERA Journal rankings: A
• A. Conversano, A. Onshuus, and S. Starchenko, Solvable Lie groups definable in o-minimal theories,
  Journal of the Institute of Mathematics of Jussieu, 17 (2018), 441-452.
  ERA Journal rankings: A
• A. Conversano and A. Pillay, Connected components of definable groups and o-minimality II,
  Annals of Pure and Applied Logic, 166 (2015), 836-849.
  ERA Journal rankings: A
  
• A. Conversano, A reduction to the compact case for groups definable in o-minimal structures,
  Journal of Symbolic Logic, 79 (2014), 45-53.
  ERA Journal rankings: A
• A. Conversano, Maximal compact subgroups in the o-minimal setting,
  Journal of Mathematical Logic, vol. 13 (2013), 1-15.
  ERA Journal rankings: A*
• A. Conversano and A. Pillay, On Levi subgroups and the Levi decomposition for groups definable in o-minimal structures,
  Fundamenta Mathematicae, 222 (2013), 49-62.
  ERA Journal rankings: A
• A. Conversano and A. Pillay, Connected components of definable groups and o-minimality I,
  Advances in Mathematics, 231 (2012), 605-623.
  ERA Journal rankings: A*
  

Extended abstracts:

• Groups definable in o-minimal structures, Reports of the Oberwolfach Workshop "Model Theory: Groups, Geometry and Combinatorics", 2013.
  (joint work with M. Mamino and A. Pillay)
• Connected components of groups and o-minimal expansions of a real closed field, Erdős Centennial, Budapest 2013.
  (joint work with A. Pillay)

Ph.D. Thesis:

• A. Conversano, On the connections between definable groups in o-minimal structures and real Lie groups: the non-compact case, Ph.D. dissertation, University of Siena (2009).
  Advisor: A. Berarducci (University of Pisa).
  Abstract - Full text

Things my students say:

• 2020,   2018,   2016,   2015,   2014,   2013,   2012