Johann Bernoulli

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Introduction References & Edit History Quick Facts & Related Topics

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Johann Bernoulli, oil painting by Johann Jakob Meyer, 1720; in a private collection

Johann Bernoulli and Jakob Bernoulli working on mathematical problems.

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Johann Bernoulli: Facts & Related Content

Written and fact-checked by The Information Architects of Encyclopaedia Britannica

Facts

Born	August 6, 1667 • Basel • Switzerland
Died	January 1, 1748 (aged 80) • Basel • Switzerland
House / Dynasty	Bernoulli family
Notable Family Members	son Daniel Bernoulli • brother Jakob Bernoulli
Subjects Of Study	calculus • calculus of variations

Photos

Johann Bernoulli, oil painting by Johann Jakob Meyer, 1720; in a private collection

Johann Bernoulli and Jakob Bernoulli working on mathematical problems.

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Carathéodory, Constantin

Constantin Carathéodory

Greek-German mathematician

Gilbert Ames Bliss

American mathematician

Leonhard Euler

Leonhard Euler

Swiss mathematician

Jakob Bernoulli

Jakob Bernoulli

Swiss mathematician

Understanding Newton's theory of universal gravitation

Isaac Newton

English physicist and mathematician

Lagrange, Joseph-Louis, comte de l'Empire

Joseph-Louis Lagrange, comte de l’Empire

French mathematician

John Wallis, oil painting after a portrait by Sir Godfrey Kneller; in the National Portrait Gallery, London

John Wallis

English mathematician

Augustin-Louis Cauchy

French mathematician

Seki Takakazu

Japanese mathematician

Colin Maclaurin, engraving by S. Freeman; in the British Museum.

Colin Maclaurin

Scottish mathematician

Brook Taylor, detail of a gouache miniature by Joseph Goupy; in the National Portrait Gallery, London.

Brook Taylor

British mathematician

Vito Volterra

Italian mathematician

Courant, Richard

Richard Courant

American mathematician

Oskar Bolza

German mathematician

Daniel Bernoulli

Swiss mathematician

Steiner surface. It was during a trip to Rome in 1844 that Jakob Steiner first discovered the fourth-degree surface that today bears his name; for this reason it is sometimes referred to as the Roman surface. Each of its tangent planes has the characteristic property that it intersects the surface in a pair of conics. The Steiner surface also contains three double lines that meet one another in a triple point. Steiner never published these and other findings concerning the surface. A colleague, Karl Weierstrass, first published a paper on the surface and Steiner's results in 1863, the year of Steiner's death.

Jakob Steiner

Swiss mathematician

Paul Isaak Bernays

Swiss logician and mathematician

Joost Bürgi

Swiss mathematician

Cajori

Florian Cajori

American mathematician

Johann Jakob Balmer

Swiss mathematician

Quiz

Equations written on blackboard

Numbers and Mathematics