MATHEMATICIAN

Martin Hairer

1975 - Today

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Sir Martin Hairer (born 14 November 1975) is an Austrian-British mathematician working in the field of stochastic analysis, in particular stochastic partial differential equations. He is Professor of Mathematics at EPFL (École Polytechnique Fédérale de Lausanne) and at Imperial College London. He previously held appointments at the University of Warwick and the Courant Institute of New York University. In 2014 he was awarded the Fields Medal, one of the highest honours a mathematician can achieve. Read more on Wikipedia

His biography is available in 26 different languages on Wikipedia (up from 25 in 2024). Martin Hairer is the 984th most popular mathematician, the 767th most popular biography from Switzerland (up from 769th in 2019) and the 20th most popular Swiss Mathematician.

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Among MATHEMATICIANS

Among mathematicians, Martin Hairer ranks 984 out of 1,004. Before him are Leonard Jimmie Savage, Philippa Fawcett, Graham Higman, Nathaniel Bowditch, June Huh, and Jessica Fridrich. After him are Alessio Figalli, Robert J. Lang, Harald Helfgott, Victor Glushkov, Marcus du Sautoy, and Euphemia Haynes.

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Contemporaries

Among people born in 1975, Martin Hairer ranks 472. Before him are Sébastien Tellier, Naomi Grossman, Koji Uehara, Noriyuki Haga, Lee Eul-yong, and Kamijo. After him are Damián Szifron, Isolde Kostner, Michele Merkin, Sergio Martínez, Vicky Kalogera, and Makoto Tanaka.

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In Switzerland

Among people born in Switzerland, Martin Hairer ranks 767 out of 1,015. Before him are Elly Schlein (1985), Christoph Spycher (1978), Rolf Järmann (1966), Andres Ambühl (1983), Corinne Maier (1963), and Beat Zberg (1971). After him are Marwin Hitz (1987), Kurt Meier (1962), Martin Odersky (1958), Leonardo Genoni (1987), Carla Juri (1985), and Thomas Frischknecht (1970).

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Among MATHEMATICIANS In Switzerland

Among mathematicians born in Switzerland, Martin Hairer ranks 20. Before him are Johann Baptist Cysat (1585), Jakob Hermann (1678), Ludwig Schläfli (1814), Georges de Rham (1903), Nicolas Fuss (1755), and Armand Borel (1923).

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