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Nicolaus Bernoulli (Basilea, 6 de febrero de 1695 - San Petersburgo, 31 de julio de 1726) fue un matemático suizo. Existen diversas variantes de su nombre, como Nicolau, Nicolas o Niklaus en su versión alemana. Para distinguirlo de otros miembros de su familia, también se le conoce como Nicolaus II Bernoulli. Vida y obra
6 de feb. de 2012 · Summary. Nicolaus (II) Bernoulli was the favourite of three sons of Johann Bernoulli. He made important mathematical contributions to the problem of trajectories while working on the mathematical arguments behind the dispute between Newton and Leibniz. View one larger picture.
Nicolaus II Bernoulli (also spelled as Niklaus or Nikolaus; 6 February 1695 in Basel – 31 July 1726 in Saint Petersburg) was a Swiss mathematician as were his father Johann Bernoulli and one of his brothers, Daniel Bernoulli. He was one of the many prominent mathematicians in the Bernoulli family.
Nicolaus Bernoulli ( Basilea, 6 de febrero de 1695 - San Petersburgo, 31 de julio de 1726) fue un matemático suizo. Existen diversas variantes de su nombre, como Nicolau, Nicolas o Niklaus en su versión alemana. Para distinguirlo de otros miembros de su familia, también se le conoce como Nicolaus II Bernoulli.
Mathematician:Nicolaus II Bernoulli - ProofWiki. Contents. 1Mathematician. 2Nationality. 3History. 4Also see. 5Also known as. 6Sources. Mathematician. Swiss mathematician who worked mostly on curves, differential equations and probability theory . He also contributed to hydrodynamics .
Nicolaus Bernoulli II va ser un matemàtic suís del segle xviii . Vida. Nicolaus II (l'ordinal segón és per diferenciar-lo del seu cosí Nicolaus Bernoulli I, vuit anys més gran que ell) era el fill més gran, i el preferit, de Johann Bernoulli.
Nicolaus II Bernoulli, a.k.a. Niklaus Bernoulli, Nikolaus Bernoulli, (February 6, 1695, Basel, Switzerland – July 31, 1726, St. Petersburg, Russia) was a Swiss mathematician and was one of the many prominent mathematicians in the Bernoulli family. Nicolaus worked mostly on curves, differential equations, and probability.
