School of Mathematical and Computational Sciences staff

Dr Annalisa Conversano staff profile picture

Contact details +6492136607

Dr Annalisa Conversano MSc, PhD

Senior Lecturer in Mathematics

Doctoral Supervisor
School of Mathematical and Computational Sciences

Professional

Qualifications

  • Master of Science - University of Pisa (2004)
  • Doctor of Philosophy - University of Siena (2010)

Certifications and Registrations

  • Licence, Supervisor, Massey University

Research Expertise

Research Interests

Mathematics and Theoretical Computer Science

Area of Expertise

Field of research codes
Computation Theory and Mathematics (080200): Information And Computing Sciences (080000):
Mathematical Sciences (010000): Pure Mathematics (010100)

Research Outputs

Journal

Conversano, A. (2025). A Jordan–Chevalley decomposition beyond algebraic groups. Journal of the London Mathematical Society. 111(6)
[Journal article]Authored by: Conversano, A.
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Conversano, A., & Monod, N. (2024). Lie groups in the symmetric group: Reducing Ulam's problem to the simple case. Journal of Algebra. 640, 106-116
[Journal article]Authored by: Conversano, A.
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Conversano, A., Onshuus, A., & Post, S. (2022). REAL LIE GROUPS AND O-MINIMALITY. Proceedings of the American Mathematical Society. 150(6), 2701-2714
[Journal article]Authored by: Conversano, A.
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Conversano, A., & Mamino, M. (2022). One Lie Group to Define Them All. Notre Dame Journal of Formal Logic. 63(1), 29-34
[Journal article]Authored by: Conversano, A.
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Conversano, A. (2021). Nilpotent groups, o-minimal Euler characteristic, and linear algebraic groups. Journal of Algebra. 587, 295-309
[Journal article]Authored by: Conversano, A.
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Conversano, A. (2021). Groups definable in o-minimal structures: Various properties and a diagram. Journal of Applied Logics. 8(7), 2235-2255
[Journal article]Authored by: Conversano, A.
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Conversano, A., Onshuus, A., & Starchenko, S. (2018). SOLVABLE LIE GROUPS DEFINABLE in O-MINIMAL THEORIES. Journal of the Institute of Mathematics of Jussieu. 17(2), 441-452
[Journal article]Authored by: Conversano, A.
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Conversano, A., & Pillay, A. (2015). Connected components of definable groups, and o-minimality II. Annals of Pure and Applied Logic. 166(7-8), 836-849
[Journal article]Authored by: Conversano, A.
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Conversano, A. (2014). A reduction to the compact case for groups definable in O-minimal structures. Journal of Symbolic Logic. 79(1), 45-53
[Journal article]Authored by: Conversano, A.
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Conversano, A. (2013). Maximal compact subgroups in the o-minimal setting. Journal of Mathematical Logic. 13(1)
[Journal article]Authored by: Conversano, A.
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Conversano, A., & Pillay, A. (2013). Connected components of groups and o-minimal expansions of real closed fields. Electronic Notes in Discrete Mathematics. 43, 151-153
[Journal article]Authored by: Conversano, A.
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Conversano, A., & Pillay, A. (2013). On Levi subgroups and the Levi decomposition for groups definable in o-minimal structures. Fundamenta Mathematicae. 222(1), 49-62
[Journal article]Authored by: Conversano, A.
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Conversano, A., & Pillay, A. (2012). Connected components of definable groups and o-minimality I. Advances in Mathematics. 231(2), 605-623
[Journal article]Authored by: Conversano, A.
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Conference

Conversano, A. (2019). Lie groups in a first-order setting. In ABSTRACTS OF TALKS(pp. 2 - 2). , Modern Analysis and Geometry 2019: Massey University
[Conference Abstract]Authored by: Conversano, A.
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Teaching and Supervision

Teaching Statement

Courses taught at Massey:

160.103 Methods of Mathematics 

160.104 Introductory Mathematics for Science 
160.111 Mathematics 1A 
160.131 Mathematics for Business 
160.132 Concepts in Mathematics

160.211 Linear Algebra 
160.212 Discrete Mathematics 

160.302 Modern Algebra 

160.314 Combinatorics 

160.704 Studies in Theoretical Mathematics

178.111 Quantitative Methods for Economics 

218.104 Mathematics and Structural Principles
228.171 Engineering Mathematics 1A 
228.172 Engineering Mathematics 1B 

Contact Supervisor

Summary of Doctoral Supervision

Position Current Completed
Co-supervisor 0 1

Completed Doctoral Supervision

Co-supervisor of:

  • 2024 - Keyvan Salehi - Doctor of Philosophy
    The $(5, p)$-Arithmetic Hyperbolic Lattices in Three Dimensions

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Last updated on Friday 16 May 2025