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 Projects

Summary of Research Projects

Position Current Completed
Project Leader 1 0

Research Outputs

Journal

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. (2023). A Jordan-Chevalley decomposition beyond algebraic groups. arXiv:2203.02637v2.
[Journal article]Authored by: Conversano, A.
Conversano, A. (2023). Definable rank, o-minimal groups, and Wiegold's problem. arXiv:2307.12474v1.
[Journal article]Authored by: Conversano, A.
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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5
1
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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3
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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5
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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6
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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6
5
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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Teaching and Supervision

Teaching Statement

Courses taught at Massey:

160.103 Methods of Mathematics (Lecturer)

160.104 Introductory Mathematics for Science (Coordinator & lecturer)
160.111 Mathematics 1A (Coordinator & lecturer)
160.131 Mathematics for Business (Coordinator & lecturer)
160.132 Concepts in Mathematics (Coordinator & lecturer)

160.203 Multivariable Calculus (Lecturer)
160.211 Linear Algebra (Coordinator & lecturer)
160.212 Discrete Mathematics (Coordinator & lecturer)

160.301 Real & Complex Analysis (Lecturer)
160.302 Modern Algebra (Coordinator & lecturer)

160.314 Combinatorics (Lecturer)

160.704 Studies in Theoretical Mathematics (Lecturer)
178.111 Quantitative Methods for Economics (Lecturer)
228.171 Engineering Mathematics 1A (Coordinator & lecturer)
228.172 Engineering Mathematics 1B (Coordinator & lecturer)

Contact Supervisor

Summary of Doctoral Supervision

Position Current Completed
Co-supervisor 1 0

Current Doctoral Supervision

Co-supervisor of:

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

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