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Jeremy Gray

14 published titles

Ideas of space : Euclidean, non-Euclidean, and relativistic

1 edition

  • ISBN: 0198533527
  • Clarendon Press
  • 1979
  • Details

The History of mathematics : a reader

(Contributor)

1 edition

  • ISBN: 0333427904
  • Macmillan Education
  • 1987
  • Details

Ideas of space

1 edition

  • ISBN: 0198539355
  • Clarendon
  • 1989
  • Details

Non-Euclidean geometry in the theory of automorphic functions

(Contributor)

1 edition

  • ISBN: 0821820303
  • American Mathematical Society
  • 1999
  • Details

Geometry

(Contributor)

2 editions

  • ISBN: 0521597870
  • Cambridge University Press
  • 1999
  • Details
  • ISBN: 9781107647831
  • Cambridge University Press
  • 2012
  • Details

The symbolic universe : geometry and physics 1890-1930

(Contributor)

1 edition

  • ISBN: 0198500882
  • Oxford University Press
  • 1999
  • Details

The Hilbert challenge

1 edition

  • ISBN: 0198506511
  • Oxford University Press
  • 2000
  • Details

János Bolyai, non-Euclidean geometry, and the nature of space

1 edition

  • ISBN: 0262571749
  • MIT
  • 2003
  • Details

Carl Friedrich Gauss : titan of science

(Contributor)

1 edition

  • ISBN: 088385547X
  • Mathematical Association of America
  • 2004
  • Details

The architecture of modern mathematics : essays in history and philosophy

(Contributor)

1 edition

  • ISBN: 9780198567936
  • Oxford University Press
  • 2006
  • Details

Worlds out of nothing : a course in the history of geometry in the 19th century

2 editions

  • ISBN: 9781846286339
  • Springer
  • 2007
  • Details
  • ISBN: 9780857290595
  • Springer
  • 2011
  • Details

Plato's ghost : the modernist transformation of mathematics

1 edition

  • ISBN: 9780691136103
  • Princeton University Press
  • 2008
  • Details

Henri Poincaré : a scientific biography

1 edition

  • ISBN: 9780691152714
  • Princeton University Press
  • 2013
  • Details

Episodes in the history of modern algebra (1800-1950)

(Contributor)

1 edition

  • ISBN: 9780821843437
  • American Mathematical Society
  • Details

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