June Barrow-Green

June Barrow-Green's AcademicInfluence.com Rankings

June Barrow-Green

Mathematics

#2195

World Rank

#3426

Historical Rank

Measure Theory

#4197

World Rank

#4944

Historical Rank

mathematics Degrees

June Barrow-Green

History

#3532

World Rank

#4951

Historical Rank

history Degrees

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Mathematics
History

Why Is June Barrow-Green Influential?

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According to Wikipedia, June Barrow-Green is a professor of History of Mathematics at the Open University and a visiting professor at the London School of Economics. Education Barrow-Green obtained a BSc Hons in Mathematics in 1986 and an MSc in Mathematical Physics in 1989, both from King's College London. In 1993 she gained a PhD in mathematics from the Open University, under supervision of Jeremy Gray, on Poincaré and the Three Body Problem.

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June Barrow-Green'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

Poincare and the Three Body Problem (1996) (363)
Oscar II's prize competition and the error in Poincaré's memoir on the three body problem (1994) (28)
'A Corrective to the Spirit of too Exclusively Pure Mathematics': Robert Smith (1689-1768) and his Prizes at Cambridge University (1999) (25)
‘Much necessary for all sortes of men’: 450 years of Euclid's Elements in English (2006) (16)
Geometry at Cambridge, 1863–1940☆ (2006) (13)
The dramatic episode of Sundman (2010) (12)
Gösta Mittag-Leffler and the Foundation and Administration of Acta Mathematica (2002) (8)
Non-standard media and other resources (2002) (7)
History of Mathematics: Resources on the World Wide Web. (1998) (6)
Cambridge mathematicians' responses to the first World War (2014) (6)
The history of applied mathematics (2015) (5)
“Anti-aircraft guns all day long”: Karl Pearson and computing for the Ministry of Munitions (2015) (5)
From cascades to calculus: Rolle's Theorem (2009) (4)
International congresses of mathematicians from Zurich 1897 to Cambridge 1912 (1994) (3)
An American Goes to Europe: Three Letters from Oswald Veblen to George Birkhoff in 1913/1914 (2011) (3)
“An exquisite machine”: Olaus Henrici’s harmonic analyser (2017) (2)
Henri Poincare, memoir on the three-body problem (1890) (2005) (2)
‘Stokes of Pembroke S.W. & a very good one’ (2019) (2)
VI.16 Brook Taylor (2010) (2)
Emigration of Mathematicians and Transmission of Mathematics: Historical Lessons and Consequences of the Third Reich (2011) (2)
Mathematics without Borders: A History of the International Mathematical Union. By Olli Lehto (2000) (2)
“Knowledge gained by experience”: Olaus Henrici—engineer, geometer and maker of mathematical models (2020) (2)
Fed up of Earth? Try Mars (2016) (1)
I.4 The General Goals of Mathematical Research (2010) (1)
III.19 Duality (2010) (1)
Euler as an Educator (2010) (1)
The History of Mathematics: A Source-Based Approach (2019) (1)
Burnside’s applied mathematics (2004) (1)
Merely a speculation of the mind? William Henry Fox Talbot and mathematics (2013) (1)
Book Review:The Nothing That Is: A Natural History of Zero Robert Kaplan (2001) (1)
Wranglers in exile (2011) (1)
Geometry and its uses in physics, 1900-1930 (2006) (1)
VI.45 Pafnuty Chebyshev (2010) (1)
VI.5 Abu Ja’far Muhammad ibn Mūsā al-Khwārizmī (2010) (1)
III.25 The Exponential and Logarithmic Functions (2010) (0)
Of Spheroids and Social Justice (2007) (0)
I.3 Some Fundamental Mathematical Definitions (2010) (0)
V.1 The ABC Conjecture (2010) (0)
III.30 Galois Groups (2010) (0)
Poincare’s work before 1889 (1996) (0)
“The first man on the street” — tracing a famous Hilbert quote (1900) back to Gergonne (1825) (2016) (0)
The Accident of Being the First Woman Senior Wrangler (2020) (0)
III.42 The Ising Model (2010) (0)
III.69 Phase Transitions (2010) (0)
V.29 Rational Points on Curves and the Mordell Conjecture (2010) (0)
Stokes' mathematical education (2020) (0)
I.1 What Is Mathematics About (2010) (0)
V.18 The Independence of the Continuum Hypothesis (2010) (0)
V.16 Gromov’s Polynomial-Growth Theorem (2010) (0)
III.39 Homotopy Groups (2010) (0)
III.1 The Axiom of Choice (2010) (0)
Awarding of the May Prizes for 2021 (2021) (0)
VIII.6 Advice to a Young Mathematician (2010) (0)
III.26 The Fast Fourier Transform (2010) (0)
III.11 Countable and Uncountable Sets (2010) (0)
III.46 The Leech Lattice (2010) (0)
III.38 Homology and Cohomology (2010) (0)
III.55 Measures (2010) (0)
V.6 The Central Limit Theorem (2010) (0)
The History of Counting. Denise Schmandt-Besserat (2000) (0)
Mathematics in Britain, 1860-1940 (1996) (0)
VI.59 Sofya (Sonya) Kovalevskaya (2010) (0)
ICHM Co-Sponsored Conference on (2014) (0)
III.33 Genus (2010) (0)
III.32 Generating Functions (2010) (0)
III.65 Orbifolds (2010) (0)
III.53 Manifolds (2010) (0)
Being able to explain your work to passers-by is laudable — but not always possible (2016) (0)
Oscar II’s 60th birthday competition (1996) (0)
III.52 The Mandelbrot Set (2010) (0)
III.10 Computational Complexity Classes (2010) (0)
III.56 Metric Spaces (2010) (0)
The Historical Context of the Gender Gap in Mathematics (2019) (0)
V.34 The Uniformization Theorem (2010) (0)
III.7 Cardinals (2010) (0)
I.2 The Language and Grammar of Mathematics (2010) (0)
Reception of Poincare’s memoir (1996) (0)
III.2 The Axiom of Determinacy (2010) (0)
III.67 The Peano Axioms (2010) (0)
III.66 Ordinals (2010) (0)
Editorial Board (2015) (0)
Poincare’s Memoirs on the three body problem (1996) (0)
III.57 Models of Set Theory (2010) (0)
V.26 The Prime Number Theorem and the Riemann Hypothesis (2010) (0)
III.3 Bayesian Analysis (2010) (0)
VI.21 Edward Waring (2010) (0)
VI.89 Alonzo Church (2010) (0)
III.77 Representations (2010) (0)
Pythagoras to pacifism: mathematics and archives (2015) (0)
Stamp corner (1997) (0)
III.50 Linear Operators and Their Properties (2010) (0)
III.95 Varieties (2010) (0)
III.40 The Ideal Class Group (2010) (0)
III.72 Projective Space (2010) (0)
III.20 Dynamical Systems and Chaos (2010) (0)
Charles Seife.Zero: The Biography of a Dangerous Idea. 248 pp., illus., apps., bibl., index. New York/London: Penguin, 2000. $13. (2004) (0)
III.15 Determinants (2010) (0)
V.31 The Riemann–Roch Theorem (2010) (0)
III.81 Rings, Ideals, and Modules (2010) (0)
V.24 The P versus NP Problem (2010) (0)
Book Review:Celestial Encounters: The Origins of Chaos and Stability Florin Diacu, Philip Holmes (1998) (0)
III.17 Dimension (2010) (0)
III.43 Jordan Normal Form (2010) (0)
V.30 The Resolution of Singularities (2010) (0)
III.61 The Monster Group (2010) (0)
III.99 The Zermelo–Fraenkel Axioms (2010) (0)
V.11 Fixed Point Theorems (2010) (0)
III.80 The Riemann Zeta Function (2010) (0)
Hadamard and Birkoff (1996) (0)
III.98 Wavelets (2010) (0)
'A woman can win the victory, though she may not wear the wreath': women and mathematics in late nineteenth-century Cambridge (2016) (0)
VI.10 Simon Stevin (2010) (0)
V.4 The Birch–Swinnerton-Dyer Conjecture (2010) (0)
V.20 The Insolubility of the Halting Problem (2010) (0)
"The Demand for Qualified Women": the work of British women mathematicians during the First World War (2020) (0)
V.33 The Three-Body Problem (2010) (0)
V.13 The Fundamental Theorem of Algebra (2010) (0)
V.25 The Poincaré Conjecture (2010) (0)
VI.32 George Green (2010) (0)
III.62 Normed Spaces and Banach Spaces (2010) (0)
V.27 Problems and Results in Additive Number Theory (2010) (0)
III.76 Quaternions, Octonions, and Normed Division Algebras (2010) (0)
III.87 Spherical Harmonics (2010) (0)
THE GENDER GAP IN MATHEMATICAL AND NATURAL SCIENCES FROM A HISTORICAL PERSPECTIVE (2019) (0)
Associated mathematical activity (1996) (0)
The Work of British Women Mathematicians During the First World War (2022) (0)
V.14 The Fundamental Theorem of Arithmetic (2010) (0)
III.89 Tensor Products (2010) (0)
III.13 Curvature (2010) (0)
Poincare’s related work after 1889 (1996) (0)
VI.6 Leonardo of Pisa (known as Fibonacci) (2010) (0)
V.19 Inequalities (2010) (0)
III.74 Quantum Computation (2010) (0)
VI.78 George Birkhoff (2010) (0)

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