Математик

Ада Лавлейс

1815 - 1852

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Её биография доступна на 111 различных языках в Википедии (рост с 106 в 2024 году). Ада Лавлейс занимает 8-е место среди самых популярных математик (рост с 34-е места в 2024 году), занимает 28-е место среди самых популярных биографий из Великобритании (рост с 113-е места в 2019 году) и занимает 1-е место среди математик Великобритания.

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Among Математик

Among математик, Ада Лавлейс ranks 8 out of 1,004Before her are Gottfried Wilhelm Leibniz, Carl Friedrich Gauss, Blaise Pascal, Muhammad ibn Musa al-Khwarizmi, Euclid, and Fibonacci. After her are Leonhard Euler, Omar Khayyam, John Forbes Nash Jr., Bernhard Riemann, Hypatia, and Joseph-Louis Lagrange.

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Contemporaries

Among people born in 1815, Ада Лавлейс ranks 2Before her is Otto von Bismarck. After her are John Bosco, Otto of Greece, John A. Macdonald, George Boole, Karl Weierstrass, Adolph Menzel, Johann Jakob Bachofen, Thomas Couture, Louis-Jules Trochu, and Ildefons Cerdà. Among people deceased in 1852, Ада Лавлейс ranks 1After her are Nikolai Gogol, Louis Braille, Friedrich Fröbel, Henry Clay, Arthur Wellesley, 1st Duke of Wellington, Fabian Gottlieb von Bellingshausen, Auguste de Marmont, Johan Gadolin, Augustus Pugin, Marie of Hesse-Kassel, and Ján Kollár.

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In Великобритания

Among people born in Великобритания, Ада Лавлейс ranks 28 out of NaNBefore her are James Watt (1736), Anne, Queen of Great Britain (1665), Stephen Hawking (1942), John, King of England (1166), Richard III of England (1452), and John Locke (1632). After her are James II of England (1633), Henry VI of England (1421), William IV of the United Kingdom (1765), George IV (1762), Richard I of England (1157), and Anne Boleyn (1501).

Among Математик In Великобритания

Among математик born in Великобритания, Ада Лавлейс ranks 1After her are Bertrand Russell (1872), John Napier (1550), George Boole (1815), Alfred North Whitehead (1861), John Couch Adams (1819), Thomas Harriot (1560), Frank P. Ramsey (1903), Joan Clarke (1917), John Wallis (1616), George Green (1793), and William Oughtred (1574).

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