(Redirected from Geometers)A 'geometer' is a
mathematician whose area of study is
geometry. Some important geometers and their main fields of work are:
==
Mathematicians==
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Apastamba -
Euclidean geometry,
geometric algebra
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Apollonius of Perga -
Euclidean geometry,
conic sections
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Archimedes -
Euclidean geometry
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Albert Victor Bäcklund
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Henry Frederick Baker -
algebraic geometry
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Baudhayana -
Euclidean geometry,
geometric algebra
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Luigi Bianchi -
differential geometry
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Janos Bolyai -
non-Euclidean geometry
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Pierre Ossian Bonnet -
differential geometry
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Brahmagupta -
Euclidean geometry,
cyclic quadrilaterals
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Lazare Nicolas Marguerite Carnot -
projective geometry
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Arthur Cayley
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Giovanni Ceva -
Euclidean geometry
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Shiing-Shen Chern -
differential geometry
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Delfino Codazzi -
differential geometry
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J. H. Conway -
sphere packing,
recreational geometry
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H. S. M. Coxeter - theory of
polytopes,
non-Euclidean geometry,
projective geometry
★
Germinal Dandelin -
Dandelin spheres in
conic sections
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Julius Wilhelm Richard Dedekind
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René Descartes - invented the methodology
analytic geometry
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Joseph Diaz Gergonne -
projective geometry;
Gergonne point
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Girard Desargues -
projective geometry;
Desargues' theorem
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Eratosthenes -
Euclidean geometry
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La Hire -
projective geometry
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Euclid - ''
Elements'',
Euclidean geometry
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Leonhard Euler - everything
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Karl Wilhelm Feuerbach -
Euclidean geometry
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Carl Friedrich Gauss -
Theorema Egregium.
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Hero of Alexandria -
Euclidean geometry
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Robin Hartshorne - All kinds of geometry, algebraic geomety
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William Vallance Douglas Hodge
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Hypatia of Alexandria -
Euclidean geometry
★
Jyesthadeva -
Euclidean geometry,
cyclic quadrilaterals
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Katyayana -
Euclidean geometry
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Felix Klein
★
Sofia Vasilyevna Kovalevskaya
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Nikolai Ivanovich Lobachevsky -
non-Euclidean geometry
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Manava -
Euclidean geometry
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Hermann Minkowski -
non-Euclidean geometry
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August Ferdinand Möbius -
Euclidean geometry
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Gaspard Monge -
descriptive geometry
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Max Noether -
algebraic geometry
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Omar Khayyam -
algebraic geometry,
conic sections
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Blaise Pascal -
projective geometry
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Daniel Pedoe
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John Playfair -
Euclidean geometry
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Julius Plucker
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Henri Poincaré
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Jean-Victor Poncelet -
projective geometry
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Pappus of Alexandria -
Euclidean geometry,
projective geometry
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Siméon-Denis Poisson
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Pythagoras -
Euclidean geometry
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Bernhard Riemann -
non-Euclidean geometry
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Giovanni Gerolamo Saccheri -
non-Euclidean geometry
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Nilakantha Somayaji -
geometric progressions
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Jakob Steiner - a champion of
synthetic geometry methodology,
projective geometry,
Euclidean geometry
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Thabit ibn Qurra -
analytic geometry,
non-Euclidean geometry,
conic sections
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Thales of Miletus -
Euclidean geometry
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Abu'l-Wáfa -
spherical geometry,
non-Euclidean geometry
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Zeno of Elea -
Euclidean geometry
Others
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Albert Einstein -
non-Euclidean geometry
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Maurits Cornelis Escher (trained as architect; worked as artist; was 'not' a mathematician but used geometrical ideas extensively)
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George W. Hart - sculptor
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Buckminster Fuller
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Leonardo da Vinci -
Euclidean geometry
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Isaac Newton - 3rd degree
algebraic curves