1821 - 1894
Pafnuty Lvovich Chebyshev (Russian: Пафну́тий Льво́вич Чебышёв, IPA: [pɐfˈnutʲɪj ˈlʲvovʲɪtɕ tɕɪbɨˈʂof]) (16 May [O.S. 4 May] 1821 – 8 December [O.S. 26 November] 1894) was a Russian mathematician and considered to be the founding father of Russian mathematics. Chebyshev is known for his fundamental contributions to the fields of probability, statistics, mechanics, and number theory. Read more on Wikipedia
Since 2007, the English Wikipedia page of Pafnuty Chebyshev has received more than 505,796 page views. His biography is available in 44 different languages on Wikipedia (up from 43 in 2019). Pafnuty Chebyshev is the 2nd most popular statistician (up from 3rd in 2019), the 212th most popular biography from Russia (down from 196th in 2019) and the most popular Russian Statistician.
Pańuty Chebyshev is most famous for the Chebyshev inequality, which states that for any function f(x) that is bounded above and below, there is a constant ε such that for all x, |f(x) - L| < ε, where L is the largest value of f(x).
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Historical Popularity Index (HPI)
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Among statisticians, Pafnuty Chebyshev ranks 2 out of 9. Before him are Francis Galton. After him are Karl Pearson, Thomas Bayes, Ronald Fisher, Jerzy Neyman, C. R. Rao, Joseph Kruskal, and Gertrude Mary Cox.
1822 - 1911
HPI: 69.85
Rank: 1
1821 - 1894
HPI: 64.82
Rank: 2
1857 - 1936
HPI: 62.90
Rank: 3
1702 - 1761
HPI: 62.84
Rank: 4
1890 - 1962
HPI: 61.46
Rank: 5
1894 - 1981
HPI: 52.78
Rank: 6
1920 - 2023
HPI: 44.40
Rank: 7
1928 - 2010
HPI: 41.89
Rank: 8
1900 - 1978
HPI: 39.37
Rank: 9
Among people born in 1821, Pafnuty Chebyshev ranks 7. Before him are Fyodor Dostoevsky, Gustave Flaubert, Charles Baudelaire, Hermann von Helmholtz, Rudolf Virchow, and Richard Francis Burton. After him are August Schleicher, Elizabeth Blackwell, Pauline Viardot, Lola Montez, Louis Vuitton, and Auguste Mariette. Among people deceased in 1894, Pafnuty Chebyshev ranks 12. Before him are Adolphe Sax, Anton Rubinstein, Lajos Kossuth, Gustave Caillebotte, Marie François Sadi Carnot, and Francis II of the Two Sicilies. After him are Prince Philippe, Count of Paris, Hans von Bülow, Leconte de Lisle, Bankim Chandra Chatterjee, Emmanuel Chabrier, and Theodor Billroth.
1821 - 1881
HPI: 88.66
Rank: 1
1821 - 1880
HPI: 79.06
Rank: 2
1821 - 1867
HPI: 74.89
Rank: 3
1821 - 1894
HPI: 72.07
Rank: 4
1821 - 1902
HPI: 70.92
Rank: 5
1821 - 1890
HPI: 65.05
Rank: 6
1821 - 1894
HPI: 64.82
Rank: 7
1821 - 1868
HPI: 64.47
Rank: 8
1821 - 1910
HPI: 63.84
Rank: 9
1821 - 1910
HPI: 63.69
Rank: 10
1821 - 1861
HPI: 63.19
Rank: 11
1821 - 1892
HPI: 63.05
Rank: 12
1821 - 1881
HPI: 62.95
Rank: 13
1814 - 1894
HPI: 68.57
Rank: 6
1829 - 1894
HPI: 67.26
Rank: 7
1802 - 1894
HPI: 66.71
Rank: 8
1848 - 1894
HPI: 66.64
Rank: 9
1837 - 1894
HPI: 65.37
Rank: 10
1836 - 1894
HPI: 65.28
Rank: 11
1821 - 1894
HPI: 64.82
Rank: 12
1838 - 1894
HPI: 64.71
Rank: 13
1830 - 1894
HPI: 63.32
Rank: 14
1818 - 1894
HPI: 62.09
Rank: 15
1838 - 1894
HPI: 61.88
Rank: 16
1841 - 1894
HPI: 61.42
Rank: 17
1829 - 1894
HPI: 61.37
Rank: 18
Among people born in Russia, Pafnuty Chebyshev ranks 212 out of 3,262. Before him are Öz Beg Khan (1282), Ivan I of Moscow (1288), Grand Duke Sergei Alexandrovich of Russia (1857), Roman Abramovich (1966), Alexander Herzen (1812), and The French Angel (1903). After him are Vasily II of Moscow (1415), Fritz Albert Lipmann (1899), Ivan Krylov (1769), Maria Eleonora of Brandenburg (1599), Dmitry Kabalevsky (1904), and Patriarch Kirill of Moscow (1946).
1282 - 1341
HPI: 64.95
Rank: 206
1288 - 1340
HPI: 64.89
Rank: 207
1857 - 1905
HPI: 64.89
Rank: 208
1966 - Present
HPI: 64.86
Rank: 209
1812 - 1870
HPI: 64.83
Rank: 210
1903 - 1954
HPI: 64.83
Rank: 211
1821 - 1894
HPI: 64.82
Rank: 212
1415 - 1462
HPI: 64.80
Rank: 213
1899 - 1986
HPI: 64.74
Rank: 214
1769 - 1844
HPI: 64.73
Rank: 215
1599 - 1655
HPI: 64.63
Rank: 216
1904 - 1986
HPI: 64.63
Rank: 217
1946 - Present
HPI: 64.60
Rank: 218
Among statisticians born in Russia, Pafnuty Chebyshev ranks 1.