|Current region||Basel, Switzerland|
|Place of origin||Antwerp, Belgium|
The Bernoulli family (German pronunciation: [bɛʁˈnʊli]) of Basel was a patrician family, notable for having produced eight mathematically gifted academics who, among them, contributed substantially to the development of mathematics and physics during the early modern period. Originally from Antwerp, a branch of the family relocated to Basel in 1620. This branch later became related by marriage to the prominent French academic dynasty, the Curie family, through Johann Bernoulli (1667–1748). While their origin in Antwerp is certain, proposed earlier connections with the Dutch family Bornouilla (Bernoullie), or with the Castilian family de Bernuy (Bernoille, Bernouille), are uncertain.
The first known member of the family was Leon Bernoulli (d. 1561), a doctor in Antwerp, at that time part of the Spanish Netherlands. His son, Jacob, emigrated to Frankfurt am Main in 1570 to escape from the Spanish persecution of the Protestants. Jacob's grandson, a spice trader, also named Jacob, moved to Basel, Switzerland in 1620, and was granted citizenship in 1622. His son, Niklaus (Nicolaus, 1623–1708), Leon's great-great-grandson, married Margarethe Schönauer. Niklaus had four sons, of whom Johann and Hieronymus became the progenitors of the "greater" and the "lesser" branches of the family, respectively. The four sons of Niklaus were:
- Jacob Bernoulli (1654–1705; also known as James or Jacques), mathematician after whom Bernoulli numbers are named, and author of the early probability text Ars Conjectandi
- Nicolaus Bernoulli (1662–1716), painter and alderman of Basel
- Johann Bernoulli (1667–1748; also known as Jean), mathematician and early adopter of infinitesimal calculus
- Hieronymus Bernoulli (1669–1760), m. Catharina Ebneter
- Nicolaus I Bernoulli (1687–1759), son of Nicolaus, mathematician
- Nicolaus II Bernoulli (1695–1726), son of Johann, worked on curves, differential equations, and probability; originator of the St. Petersburg paradox
- Daniel Bernoulli (1700–1782), son of Johann, developer of Bernoulli's principle and originator of the concept of expected utility for resolving the St. Petersburg paradox
- Johann II Bernoulli (1710–1790; also known as Jean), son of Johann, mathematician and physicist
- Johann III Bernoulli (1744–1807; also known as Jean), son of Johann II, astronomer, geographer and mathematician
- Jacob II Bernoulli (1759–1789; also known as Jacques), son of Johann II, physicist and mathematician
Several more recent prominent scholars are also descended from the family, including:
- Johann Jakob Bernoulli (1831–1913), art historian and archaeologist; noted for his Römische Ikonographie (1882 onwards) on Roman Imperial portraits
- Hans Bernoulli (1876–1959), architect and designer of the Bernoullihäuser in Zurich and Grenchen SO
- Elisabeth Bernoulli (1873-1935), suffragette and campaigner against alcoholism
The surname survives in Switzerland, with ten entries in the white pages for the city of Basel as of 2018.
Named for members of the family
- German pronunciation from Mangold, Max (1990) Duden — Das Aussprachewörterbuch. 3. Auflage. Mannheim/Wien/Zürich, Dudenverlag. In a tradition going back to the 18th century ( Tronson du Coudray, L'artillerie nouvelle, 1773, p. 195), the name was spelled Bernouilli in France, and accordingly given the French pronunciation of [bɛʁnuˈji]. This is no longer the case, and the name is now spelled in the original form Bernoulli also in French-language context. Rue Bernoulli in Paris 8 was named rue Bernouilli in 1867 and renamed to the correct spelling in 1994 (v2asp.paris.fr). Bernoulli crater was spelled Bernouilli in the moon atlas by Beer & Mädler (1836), and hence adopted as the official name by the IAU in 1935; the IAU changed the official name to Bernoulli in 2003. The French submarine Bernouilli (1906) was named for Daniel Bernoulli.
- René Bernoulli-Sutter: Bernoulli family in German, French and Italian in the online Historical Dictionary of Switzerland, 2004.
|Wikisource has the text of the 1911 Encyclopædia Britannica article Bernoulli.|
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