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Geometry And Topology

This 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.

Facts
Comparison
Field Established
1900 1
Geometry And Topology
Filter Results56 entries

Adrien-Marie Legendre

Geometry And Topology

Akshay Venkatesh

Geometry And Topology

Alain Connes

Geometry And Topology

Alexander Grothendieck

Geometry And Topology

Andrei Okounkov

Geometry And Topology

Andrey Kolmogorov

Geometry And Topology

Apollonius of Perga

Geometry And Topology

Benoit Mandelbrot

Geometry And Topology

Bernhard Riemann

Geometry And Topology

Carl Friedrich Gauss

Geometry And Topology

Caucher Birkar

Geometry And Topology

Cedric Villani

Geometry And Topology

Curtis T. McMullen

Geometry And Topology

David Hilbert

Geometry And Topology

David Mumford

Geometry And Topology

Enrico Bombieri

Geometry And Topology

Euclid

Geometry And Topology

Eudoxus of Cnidus

Geometry And Topology

Felix Hausdorff

Geometry And Topology

Felix Klein

Geometry And Topology

Gerd Faltings

Geometry And Topology

Grigori Perelman

Geometry And Topology

Heisuke Hironaka

Geometry And Topology

Henri Poincare

Geometry And Topology

Hermann Minkowski

Geometry And Topology

Hermann Weyl

Geometry And Topology

Hong Wang

Geometry And Topology

Jacob Tsimerman

Geometry And Topology

Jean Bourgain

Geometry And Topology

Jean-Pierre Serre

Geometry And Topology

Jesse Douglas

Geometry And Topology

John Milnor

Geometry And Topology

John Nash

Geometry And Topology

John Pardon

Geometry And Topology

Joseph-Louis Lagrange

Geometry And Topology

June Huh

Geometry And Topology

Kunihiko Kodaira

Geometry And Topology

L. E. J. Brouwer

Geometry And Topology

Lev Pontryagin

Geometry And Topology

Liu Hui

Geometry And Topology

Manjul Bhargava

Geometry And Topology

Maryam Mirzakhani

Geometry And Topology

Michael Atiyah

Geometry And Topology

Michael Freedman

Geometry And Topology

Peter Scholze

Geometry And Topology

Rene Descartes

Geometry And Topology

Rene Thom

Geometry And Topology

Sergei Novikov

Geometry And Topology

Shigefumi Mori

Geometry And Topology

Shing-Tung Yau

Geometry And Topology

Simon Donaldson

Geometry And Topology

Sophus Lie

Geometry And Topology

Stephen Smale

Geometry And Topology

Thales of Miletus

Geometry And Topology

Wendelin Werner

Geometry And Topology

William Thurston

Geometry And Topology
Sources
1. Wikipedia: Topology
WikipediaTopology, lead section, origin sentence
Quote, Topology, lead section, origin sentence
Topology, 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.
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