Fields medali: Versiyalar orasidagi farq

Kontent oʻchirildi Kontent qoʻshildi
Qator 107:
|-
|rowspan=2| 1962
|rowspan=2| [[Stockholm]], SwedenShvetsiya
 
| [[Lars Hörmander]]
| [[SwedenShvetsiya]]
| [[UniversityStockholm of Stockholmunviersiteti]], SwedenShvetsiya
| [[Lund Universityuniversiteti]], SwedenShvetsiya<ref>{{cite web|url=http://smai.emath.fr/IMG/pdf/matapli100_Hormander.pdf |format=PDF |title=A tribute to Lars Hörmander |website=Smai.emath.fr |accessdate=2017-03-31}}</ref>
| "Worked in [[partial differential equation]]s. Specifically, contributed to the general theory of linear differential operators. The questions go back to one of [[Hilbert's problems]] at the 1900 congress."<ref name="62reasons">{{cite web |url=https://www.mathunion.org/fileadmin/IMU/Prizes/Fields/1962/index.html |title=Fields Medals 1962 |publisher=International Mathematical Union |website=mathunion.org}}</ref>
 
Qator 118:
 
| [[John Milnor]]
| [[United StatesAQSh]]
| [[Princeton Universityuniversiteti]], USAQSh
| [[Stony Brook Universityuniversiteti]], USAQSh<ref>{{cite web |url=http://www.math.sunysb.edu/~jack/|title=John W. Milnor|date=5 March 1997|publisher=Stony Brook University|accessdate=17 August 2014}}</ref>
| "Proved that a 7-dimensional sphere can have several differential structures; this led to the creation of the field of [[differential topology]]."<ref name="62reasons" />
 
Qator 126:
 
|rowspan=4| 1966
|rowspan=4| [[MoscowMoskva]], USSRSSSR
 
| [[Michael Atiyah]]
| [[UnitedBuyuk KingdomBritaniya]]
| [[University of Oxford unviersiteti]], UKBuyuk Britaniya
| [[University of Edinburgh universiteti]], UKBuyuk Britaniya<ref>{{cite web|language=es|url=http://upcommons.upc.edu/video/bitstream/2099.2/946/17/Poster05-AbelPrize-CV.pdf |format=PDF |title=Sir Michael F. Atiyah : The Abel Prize |website=Upcommons.upc.edu |accessdate=2017-03-31}}</ref>
| "Did joint work with Hirzebruch in [[K-theory]]; proved jointly with Singer the [[Atiyah–Singer index theorem|index theorem]] of elliptic operators on complex manifolds; worked in collaboration with Bott to prove a fixed point theorem related to the '[[Lefschetz fixed-point theorem|Lefschetz formula]]'."<ref name="66reasons">{{cite web |url=https://www.mathunion.org/fileadmin/IMU/Prizes/Fields/1966/index.html |title=Fields Medals 1966 |publisher=International Mathematical Union |website=mathunion.org}}</ref>
 
|-
 
| [[Paul Cohen (mathematician)|Paul Joseph Cohen]]
| [[United StatesAQSh]]
| [[Stanford Universityuniversiteti]], USAQSh
| [[Stanford Universityuniversiteti]], USAQSh<ref>{{cite web |url=http://historicalsociety.stanford.edu/pdfmem/Cohen_P.pdf |title=Archived copy |accessdate=2014-08-24 |deadurl=yes |archiveurl=https://web.archive.org/web/20150105133237/http://historicalsociety.stanford.edu/pdfmem/Cohen_P.pdf |archivedate=5 January 2015 |df=dmy-all }}</ref>
| "Used technique called "[[Forcing (mathematics)|forcing]]" to prove the independence in set theory of the axiom of choice and of the generalized [[continuum hypothesis]]. The latter problem was the first of Hilbert's problems of the 1900 Congress."<ref name="66reasons" />