Matemático

Leonhard Euler

1707 - 1783

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Su biografía está disponible en 161 idiomas en Wikipedia (aumentó de 156 en 2024). Leonhard Euler ocupa el puesto 9 entre los matemático más populares (bajó del puesto 7 en 2024), el puesto 2 entre las biografías más populares de Suiza y el primer puesto entre los matemático de suiza más populares.

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Among Matemáticos

Among matemáticos, Leonhard Euler ranks 9 out of 1,004Before him are Carl Friedrich Gauss, Blaise Pascal, Muhammad ibn Musa al-Khwarizmi, Euclid, Fibonacci, and Ada Lovelace. After him are Omar Khayyam, John Forbes Nash Jr., Bernhard Riemann, Hypatia, Joseph-Louis Lagrange, and Al-Biruni.

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Contemporaries

Among people born in 1707, Leonhard Euler ranks 2Before him is Carl Linnaeus. After him are Carlo Goldoni, Georges-Louis Leclerc, Comte de Buffon, Henry Fielding, Louis I of Spain, Frederick, Prince of Wales, Louis-Michel van Loo, Louis, Duke of Brittany, Sir John Pringle, 1st Baronet, Ernest Frederick II, Duke of Saxe-Hildburghausen, and Moshe Chaim Luzzatto. Among people deceased in 1783, Leonhard Euler ranks 1After him are Jean le Rond d'Alembert, Capability Brown, Johann Adolph Hasse, Étienne Bézout, Yosa Buson, Antonio Soler, Carl Linnaeus the Younger, Princess Caroline Louise of Hesse-Darmstadt, Grigory Orlov, Johann Kirnberger, and Franz Xaver Messerschmidt.

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In Suiza

Among people born in Suiza, Leonhard Euler ranks 2 out of NaNBefore him are Jean-Jacques Rousseau (1712). After him are Le Corbusier (1887), Carl Jung (1875), Paracelsus (1493), Henry Dunant (1828), Jean Piaget (1896), Ferdinand de Saussure (1857), Jacob Bernoulli (1654), Huldrych Zwingli (1484), Sepp Blatter (1936), and Johann Heinrich Pestalozzi (1746).

Among Matemáticos In Suiza

Among matemáticos born in Suiza, Leonhard Euler ranks 1After him are Jacob Bernoulli (1654), Johann Bernoulli (1667), Gabriel Cramer (1704), Jost Bürgi (1552), Jakob Steiner (1796), Paul Guldin (1577), Nicolaus II Bernoulli (1695), Jean-Robert Argand (1768), Jacques Charles François Sturm (1803), Simon Antoine Jean L'Huilier (1750), and Johann II Bernoulli (1710).

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