Jakob Bernoulli was the first of long series of Bernoulli family members, all mathematicians, whose combined contributions to mathematics and physics is unequalled in history.

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Swiss

Mathematics

Calculus, probability

The Bernoulli Crater on the Moon is named in honour of Jakob and his brother Johann.

Professor of Mathematics, University of Basel, 1687 - 1705.

*Ars Conjectandi* (Art of Conjecturing), published posthumously 1713. Deals with combinatorics (permutations and combinations), probability theory, law of large numbers

Law of large numbers

Calculus: Calculus of Variations, B. differential equation

Probability: Bernoulli numbers, trial, process, scheme, operator, sampling, distribution, random variable

Bernoulli map

Bernoulli Golden Theorem

Lemniscate of Bernoulli

Combinatorics: permutations and combinations

Bernoulli differential equation

Bernoulli formula

Bernoulli polynomials

Bernoulli inequality

Bernoulli discovered the constant $e$, often referred to as *Euler's number*: $e = {lim}ā{nāā}(1+1/n)^n$

Jakob planted the family tree in Basel, Switzerland. He travelled extensively, and was a contemporary of Roberts Boyle and Hooke. He took the side of the German Gottfried Leibniz against Isaac Newton in the infamous dispute over the invention of calculus. Jakob developed calculus further, together with his younger brother Johann.

The two brothers were among the earliest to develop and champion the calculus of Leibniz, published in 1684. Jakob's initial collaboration with his brother Johann turned to destructive rivalry as the latter sought to exit the shadow of elder brother.

(Biographies of famous scientists no. 67)

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Mathematics is the most important tool of science. The quest to understand the world and the universe using mathematics is as old as civilisation, and has led to the science and technology of today. Learn about the techniques and history of mathematics on ScienceLibrary.info.

1642 - 1727

Issac Newton is possibly the most influential scientist of all time. In the second half of the 17th century, he produced a breathtaking number of physics and mathematical laws and methods, explaining forces and physical phenomena, and deriving mathematical explanations still in use today.

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