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University of
Liverpool
Department of Mathematical Sciences
Liverpool, L69 7ZL,
United Kingdom
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Office
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523
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phone:
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+44 0151 794 4067
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e-mail:
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Name: Nicola Pagani.
Current Position: Reader in Pure
Mathematics, Department
of Mathematical Sciences, The
University of Liverpool.
Research Interests: Algebraic Geometry:
moduli spaces, in particular of curves; Gromov-Witten theory and quantum cohomology, orbifolds and orbifold cohomology;
universal Jacobians and their compactifications.
PhD Students:
Jason van Zelm (April
2018, The enumerative geometry of moduli of double covers of curves).
Thomas Wennink (December 2021, Reconstruction theorems in
Gromov-Witten theory).
Rhys Wells (exp. December
2023, Combinatorial aspects of the stability space of compactified
Jacobians).
Marco Fava (exp.
September 2025, Topology of fine compactified universal Jacobians).
Conferences:
Modern Trends in
Gromov-Witten Theory (Hannover, September 2014),
Moduli
Spaces and their Applications (Liverpool, September 2015).
BrAG –
British Algebraic Geometry colloquium
(Cambridge, September 2017 – Liverpool, April 2019 – Imperial
College, expected September 2022).
Moduli of
curves in Gothenburg (Goteborg,
October 2017).
Moduli
of curves in Stockholm (Faber 60) (Stockholm, June 2022).
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