Mary Rees | Academic Influence

Mary Rees's AcademicInfluence.com Rankings

Mary Rees

Mathematics

#2715

World Rank

#4135

Historical Rank

Measure Theory

#4378

World Rank

#5149

Historical Rank

mathematics Degrees

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Mathematics

Mary Rees's Degrees

Masters Mathematics University of Oxford
Bachelors Mathematics University of Oxford

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Why Is Mary Rees Influential?

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According to Wikipedia, Susan Mary Rees, FRS is a British mathematician and an emeritus professor of mathematics at the University of Liverpool since 2018, specialising in research in complex dynamical systems. Career Rees was born in Cambridge. After obtaining her BA in 1974 and MSc in 1975 at St Hugh's College, Oxford, she did research in mathematics under the direction of Bill Parry at the University of Warwick, obtaining a PhD in 1978. Her first postdoctoral position was at the Institute for Advanced Study from 1978 to 1979. Later she worked at Institut des hautes études scientifiques and the University of Minnesota. Following this she worked at the University of Liverpool until her retirement. She became professor of mathematics in 2002 and retired in 2018, becoming an emeritus professor.

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Mary Rees's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Positive measure sets of ergodic rational maps (1986) (102)
An alternative approach to the ergodic theory of measured foliations on surfaces (1981) (96)
A partial description of parameter space of rational maps of degree two: Part I (1992) (82)
QUASICONFORMAL TEICHMÜLLER THEORY (Mathematical Surveys and Monographs 76) (2001) (75)
A Minimal Positive Entropy Homeomorphism of the 2-Torus (1981) (70)
Checking ergodicity of some geodesic flows with infinite Gibbs measure (1981) (63)
Components of degree two hyperbolic rational maps (1990) (61)
A Partial Description of the Parameter Space of Rational Maps of Degree Two, Part 2 (1991) (43)
The exponential map is not recurrent (1986) (40)
Ergodic rational maps with dense critical point forward orbit (1984) (26)
A point distal transformation of the torus (1979) (26)
Divergence type of some subgroups of finitely generated Fuchsian groups (1981) (18)
Questions about Polynomial Matings (2012) (16)
Teichmüller Distance for Analytically Finite Surfaces is C2 (2002) (12)
LECTURES ON ERGODIC THEORY AND PESIN THEORY ON COMPACT MANIFOLDS (London Mathematical Society Lecture Note Series 180) (1994) (12)
A Fundamental Domain for V_3 (2009) (12)
Multiple equivalent matings with the aeroplane polynomial (2008) (10)
The Ending Laminations Theorem direct from Teichmuller geodesics (2004) (9)
Counting hyperbolic components (2010) (8)
One hundred years of complex dynamics (2016) (7)
Persistent Markov partitions for rational maps (2013) (6)
Teichmüller Distance is not C2+ε (2004) (6)
Problems in holomorphic dynamics (1992) (5)
Tangentially distal flows (1980) (5)
Complex Dynamics: Families and Friends by Dierk Schleicher (ed.) (2011) (1)
Multiple equivalent matings with the aeroplane polynomial – ERRATUM (2010) (1)
On the Fibres of a Minimal Distal Extension of a Transformation Group (1978) (1)
Warren Weaver: July 17, 1894-November 24, 1978. (1987) (1)
The geometric model and coarse Lipschitz equivalence direct from Teichmuller geodesics (2004) (1)
Persistent Markov partitions and hyperbolic components of rational maps (2016) (1)
Non-conjugacy of a minimal distal diffeomorphism of the torus to aC1 skew-product (1979) (0)
Dedicated to the memory of Adrien Douady MULTIPLE EQUIVALENT MATINGS WITH THE AEROPLANE POLYNOMIAL (2021) (0)
The parameter capturemap for V_3 (2012) (0)
Introductions of new characters in Russian memories : discourse constraints on word order (1995) (0)
Rivers in World Cultures and Languages (2017) (0)
William Parry FRS 1934-2006 (2008) (0)
A connected string of long thick and dominants (2012) (0)
A pr 2 00 4 The Geometric Model and Coarse Lipschitz Equivalence Direct from Teichmüller Geodesics Mary Rees March 15 , (2008) (0)
An awkward graph. (2018) (0)

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