Home›Mathematicians›Nationality / CultureBrowse ByNationality / CultureNationality culture groups mathematicians by the country and culture they came from. Wikipedia notes Noether "was born to a Jewish family in the Franconian town of Erlangen" and was later dismissed from her German university post in 1933 "when Germany's Nazi government dismissed Jews from university positions." This dimension shows how a mathematician's own background shaped the course of their career.Nationality / CultureConnectionsSourcesComments (0)Reader Challenges (0)Nationality / CultureFilter Results44 entriesAdmission YearAll1707 (2)Area (sq km)All22,072 (1)30,689 (1)41,291 (1)41,865 (1)43,094 (1)70,273 (1)78,871 (1)80,231 (1)83,879 (1)88,499 (1)93,030 (1)127,900 (1)132,049 (1)132,932 (1)207,600 (1)238,397 (1)242,500 (1)255,804 (1)302,069 (1)312,696 (1)315,093 (1)338,455 (1)357,022 (1)377,975 (1)385,207 (1)438,317 (1)450,295 (1)603,628 (1)632,702.3 (1)783,562 (1)1,220,813 (1)2,780,085 (1)3,287,263 (1)7,688,287 (1)9,572,900 (1)9,866,632 (1)9,984,670 (1)17,075,400 (1)22,402,200 (1)23,700,000 (1)Dissolution or End YearAll1406 (1)1917 (1)1918 (2)1922 (1)1991 (1)1992 (2)Independence or Founding YearAll508 BCE (1)1000 (1)1198 (1)1523 (1)1701 (1)1721 (1)1776 (1)1801 (2)1816 (1)1830 (1)1832 (1)1848 (1)1861 (1)1867 (1)1877 (1)1901 (1)1905 (1)1910 (1)1917 (1)1918 (3)1922 (2)1923 (1)1932 (1)1947 (1)1948 (1)1949 (1)1991 (3)1993 (1)2006 (1)PopulationAll5,439,842 (1)5,458,600 (1)5,627,400 (1)5,652,881 (1)6,001,008 (1)6,532,019 (1)9,109,280 (1)9,154,242 (1)9,219,113 (1)9,267,000 (1)9,489,000 (1)10,147,200 (1)10,610,485 (1)10,915,839 (1)11,867,634 (1)15,700,000 (1)18,130,208 (1)19,043,151 (1)23,271,000 (1)27,801,023 (1)32,283,000 (1)37,314,000 (1)41,417,056 (1)42,769,196 (1)46,118,793 (1)46,735,004 (1)56,490,048 (1)58,900,000 (1)63,419,000 (1)69,081,996 (1)69,414,000 (1)83,497,147 (1)86,092,168 (1)122,587,000 (1)142,557,000 (1)181,537,800 (1)293,047,571 (1)340,587,000 (1)1,210,854,977 (1)1,407,698,000 (1)Show ResultsBrowseCompareSelect all 44ArgentinaNationality / Culture1 entryAustraliaNationality / Culture1 entryAustriaNationality / Culture16 entriesBelarusNationality / Culture1 entryBelgiumNationality / Culture4 entriesCanadaNationality / Culture4 entriesChinaNationality / Culture4 entriesClassical AthensNationality / Culture1 entryCzechiaNationality / Culture1 entryCzechoslovakiaNationality / Culture1 entryDenmarkNationality / Culture5 entriesEnglandNationality / Culture1 entryFinlandNationality / Culture1 entryFranceNationality / Culture67 entriesGermanyNationality / Culture96 entriesGreeceNationality / Culture5 entriesHungaryNationality / Culture20 entriesIndiaNationality / Culture3 entriesIraqNationality / Culture1 entryIrelandNationality / Culture3 entriesIsraelNationality / Culture5 entriesItalyNationality / Culture20 entriesJapanNationality / Culture8 entriesKingdom of BohemiaNationality / Culture1 entryKingdom of PrussiaNationality / Culture2 entriesNetherlandsNationality / Culture9 entriesNorwayNationality / Culture7 entriesPolandNationality / Culture15 entriesRepublic of PisaNationality / Culture1 entryRomaniaNationality / Culture2 entriesRussiaNationality / Culture7 entriesRussian EmpireNationality / Culture5 entriesScotlandNationality / Culture1 entrySerbiaNationality / Culture1 entrySouth AfricaNationality / Culture1 entrySoviet UnionNationality / Culture8 entriesSwedenNationality / Culture8 entriesSwitzerlandNationality / Culture10 entriesTurkeyNationality / Culture1 entryUkraineNationality / Culture6 entriesUnited KingdomNationality / Culture61 entriesUnited Kingdom of Great Britain and IrelandNationality / Culture1 entryUnited StatesNationality / Culture101 entriesYugoslaviaNationality / Culture1 entryConnectionsShowing the first 400 of 497 connections.SourcesAda Lovelace (Wikipedia)tier 2Wikimedia FoundationContains: Ada LovelaceView the SourceKarl Weierstrass, Biography (MacTutor History of Mathematics)tier 1MacTutor History of Mathematics Archive, University of St AndrewsContains: Karl Weierstrass, Opening summaryQuote, Contains: Karl Weierstrass, Opening summaryKarl Weierstrass is best known for his construction of the theory of complex functions by means of power series.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.