Professor Shaun Bullett
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School of Mathematical Sciences
Queen Mary, University of London
Mile End Road
London E1 4NS
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E-Mail: |
s.r.bullett followed by qmul.ac.uk
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With Frank Smith (UCL) and Tom Fearn (UCL), I am joint editor of the LTCC Advanced Mathematics
Series published by World Scientific:
www.worldscientific.com/series/ltccams
This series is based on courses delivered at the London Taught Course Centre for PhD Students in the
Mathematical Sciences. Three volumes were published in 2016 and three more in 2017.
- `Mating quadratic maps with the modular group III: the modular Mandelbrot set', Shaun Bullett and Luna Lomonaco,
preprint revised July 2021, arxiv.org/abs/2010.04273.
- `Mating quadratic maps with the modular group II', Shaun Bullett and Luna Lomonaco,
Inventiones Mathematicae, 220(1)(2020), 185-210, online 10 Oct 2019, DOI 10.1007/s00222-019-00927-9.
- `Correspondences in complex dynamics', Shaun Bullett, Luna Lomonaco and Carlos Siqueira, `New Trends in One-Dimensional Dynamics' in honour of Welington de Melo (eds M J Pacifico and P Guarino), Springer Proceedings in Mathematics and Statistics 285 (2019) 251--275.
Archive version: arxiv.org/abs/1710.03385
- `Dynamics of modular matings', Shaun Bullett and Luna Lomonaco, preprint revised July 2021, arxiv.org/abs/1707.04764.
- `A holomorphic correspondence at the boundary of the Klein combination locus',
Shaun Bullett and Andrew Curtis, Annales Fac. Sci. Toulouse Math., 21(2012), 1119-1137 pdf.
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`Deformations of the modular group as a quasifuchsian correspondence', Shaun Bullett,
AMS Journal of Conformal Geometry and Dynamics, 14(2010), 296-321 pdf.
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`Matings in holomorphic dynamics', Shaun Bullett,
in `Geometry of Riemann Surfaces', edited by
Frederick P Gardiner, Gabino Gonzalez-Diez and Christos Kourouniotis, London Mathematical Society
Lecture Notes No. 368, Cambridge University Press (January 2010), 88-119
ps.
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`A family of matings between transcendental entire functions and a Fuchsian group',
Shaun Bullett and Marianne Freiberger, in `Transcendental Dynamics and Complex Analysis', LMS Lecture Notes No. 348 (edited by P.J.Rippon and G.M.Stallard), Cambridge University Press (June 2008), 90-110
ps.
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`Pinching holomorphic correspondences', Shaun Bullett and Peter Haissinsky,
AMS Journal of Conformal Geometry and Dynamics, 11(2007), 65-89
ps.
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`Holomorphic correspondences mating Chebyshev-like maps with Hecke groups'
Shaun Bullett and Marianne Freiberger, Ergodic Theory and Dynamical Systems,
25(2005), 1057-1090
ps.
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`Hecke Groups, Polynomial Maps and Matings',
Shaun Bullett and Marianne Freiberger, Int J Modern Physics B, 17(2003), 392
2-3931
ps.
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`Regular and Limit
Sets for Holomorphic Correspondences',
S Bullett and C Penrose, Fundamenta Mathematica 167(2001),111-171
ps.
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`Mating Circle-Packing Groups with Quadratic Maps',
S Bullett, QMUL preprint, October 2000 (42 pages)
ps.
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`Mating quadratic
maps with Kleinian groups via quasiconformal surgery',
S Bullett and W Harvey, Electronic
Research Announcements of the AMS, 6(2000),21-30
ps.
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`A Combination Theorem for
Covering Correspondences and an Application to Mating Polynomial
Maps with Kleinian Groups',
S Bullett, Conform. Geom. Dyn., 4(2000),75-96
ps.
My Warwick PhD Thesis: `A Z/p Analogue for Unoriented Bordism' (November
1973) as three pdf files (each of about 1Mb):
Chapters 1,2 and 3;
Chapters 4 and 5;
Chapters 6 and 7.
London Dynamical Systems Group Graduate School: `Lectures
on one-dimensional complex dynamics' (7th-10th November 2005):
Lectures 1 and 2;
Lectures 3 and 4.
Final Report for EPSRC Grant GR R73232/01 (2002-2005) `Conformal Measures
and Holomorphic Correspondences' pdf.
Research Assistant: Dr Marianne Freiberger.
Postgraduate Studies in the School of
Mathematical Sciences at Queen Mary.
From its foundation in 2006 until October 2014 I was one of three joint heads of the London Taught Course Centre for PhD Students in the Mathematical Sciences (LTCC). Prof Shahn Majid succeeded me in this role.
This page is maintained by Shaun Bullett.
The views and opinions
expressed in this page are mine. The contents have not been approved
or censored by Queen Mary University of London.
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