Home›Mathematics›Geometry And Topology›All Geometry And TopologyBrowse ByAll Geometry And TopologyThis group collects the Mathematics subcategory's members whose defining work concerns geometry and topology: shapes, spaces, manifolds and the properties preserved under continuous deformation, spanning classical Euclidean geometry through modern algebraic geometry, differential geometry and low-dimensional topology. It is the subcategory's largest group, kept apart from Algebra And Number Theory, whose members work on algebraic structures and numbers as their own subject rather than geometric or topological spaces.FactsAll Geometry And TopologySourcesComments (0)Reader Challenges (0)FactsComparisonField EstablishedWell-attested1900 1All Geometry And TopologyFilter Results56 entriesDisciplineAllAstronomy (2)Geophysics (1)Mathematics (56)Medicine (1)Particle Physics (1)Physics (1)Field (legacy)AllFoundations of geometry, formalism and functional analysis (1)Geometry and astronomy (1)Geometry and the axiomatic method (1)Group theory and mathematical physics (1)mathematician (1)Mathematics (6)Mathematics (algebraic geometry) (1)Mathematics (fractal geometry) (1)Mathematics (geometry of numbers, mathematical physics) (1)Mathematics (geometry) (1)Mathematics (group theory, complex analysis and geometry) (1)Mathematics (probability theory) (1)Mathematics and astronomy (1)Mathematics and philosophy (1)Mathematics, Physics (2)Mathematics, physics and astronomy (1)Natural philosophy, mathematics and astronomy (1)Number theory, geodesy, differential geometry and astronomy (1)EraAll626 BCE (1)408 BCE (1)323 BCE (1)-240 (1)225 (1)1596 (1)1736 (1)1752 (1)1777 (1)1826 (1)1842 (1)1849 (1)1854 (1)1862 (1)1864 (1)1868 (1)1881 (1)1885 (1)1897 (1)1903 (1)1908 (1)1915 (1)1923 (1)1924 (1)1926 (1)1928 (2)1929 (1)1930 (1)1931 (2)1937 (1)1938 (1)1940 (1)1946 (1)1947 (1)1949 (1)1951 (2)1954 (2)1957 (1)1958 (1)1966 (1)1968 (1)1969 (1)1973 (1)1974 (1)1977 (1)1978 (1)1981 (1)1983 (1)1987 (1)1988 (1)1989 (1)1991 (1)InstitutionAllAcademie des Sciences (1)Chinese Academy of Sciences (1)Collège de France (3)Columbia University (4)Ecole Polytechnique (3)ETH Zurich (1)Institute for Advanced Study (11)London Mathematical Society (1)Massachusetts Institute of Technology (2)Max Planck Society (2)Moscow State University (1)National Academy of Sciences (8)Ohio State University (1)Princeton University (2)Royal Society (3)Stanford University (1)University of Amsterdam (1)University of Bonn (3)University of California, Berkeley (1)University of Göttingen (3)University of Strasbourg (1)In GroupAllGeometry And Topology (56)NationalityAllAustralia (1)Belgium (1)Canada (2)China (3)Classical Athens (1)France (11)German Empire (1)Germany (7)Greece (3)Iran (2)Italy (1)Japan (3)Kingdom of Hanover (1)Kingdom of Prussia (2)Netherlands (1)Norway (1)Russia (2)Russian Empire (1)Soviet Union (3)Switzerland (1)United Kingdom (4)United States (16)Weimar Republic (1)Show ResultsBrowseCompareSelect all 56Adrien-Marie LegendreMathematicsAkshay VenkateshMathematicsAlain ConnesMathematicsAlexander GrothendieckMathematicsAndrei OkounkovMathematicsAndrey KolmogorovMathematicsApollonius of PergaMathematicsBenoit MandelbrotMathematicsBernhard RiemannMathematicsCarl Friedrich GaussMathematicsCaucher BirkarMathematicsCédric VillaniMathematicsCurtis T. McMullenMathematicsDavid HilbertMathematicsDavid MumfordMathematicsEnrico BombieriMathematicsEuclidMathematicsEudoxus of CnidusMathematicsFelix HausdorffMathematicsFelix KleinMathematicsGerd FaltingsMathematicsGrigori PerelmanMathematicsHeisuke HironakaMathematicsHenri PoincareMathematicsHermann MinkowskiMathematicsHermann WeylMathematicsHong WangMathematicsJacob TsimermanMathematicsJean BourgainMathematicsJean-Pierre SerreMathematicsJesse DouglasMathematicsJohn MilnorMathematicsJohn NashMathematicsJohn PardonMathematicsJoseph-Louis LagrangeMathematicsJune HuhMathematicsKunihiko KodairaMathematicsL. E. J. BrouwerMathematicsLev PontryaginMathematicsLiu HuiMathematicsManjul BhargavaMathematicsMaryam MirzakhaniMathematicsMichael AtiyahMathematicsMichael FreedmanMathematicsPeter ScholzeMathematicsRené DescartesMathematicsRené ThomMathematicsSergei NovikovMathematicsShigefumi MoriMathematicsShing-Tung YauMathematicsSimon DonaldsonMathematicsSophus LieMathematicsStephen SmaleMathematicsThales of MiletusMathematicsWendelin WernerMathematicsWilliam ThurstonMathematicsSources1. Wikipedia: Topologytier 2WikipediaTopology, lead section, origin sentenceQuote, Topology, lead section, origin sentenceTopology, as a well-defined mathematical discipline, originates in the early part of the twentieth century, but some isolated results can be traced back several centuries.View the SourceComments (0)No comments yet. Be the first to share a thought.Sign in to join the discussion.Reader Challenges (0)No disputes yet. Spotted an error or a better source? Open the first one.Sign in to dispute this or suggest a correction.