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Euler, Leonhard
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Euler, Leonhard (1707–1783)

Swiss mathematician. He developed the theory of differential equations and the calculus of variations, and worked in astronomy and optics. He also enlarged mathematical notation.

Euler developed spherical trigonometry and demonstrated the significance of the coefficients of trigonometric expansions; Euler's number (e, as it is now called) has various useful theoretical properties and is used in the summation of particular series.

Euler was born and educated in Basel, a pupil of Johann Bernoulli. He became professor of physics at the University of St Petersburg in 1730. In 1741 he was invited to Berlin by Frederick the Great, where he spent 25 years before returning to Russia.

Euler carried out research into the motion and positions of the Moon, and the gravitational relationships between the Moon, the Sun, and the Earth. His resulting work on tidal fluctuations took him into the realm of fluid mechanics.



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Swiss mathematician Leonhard Euler discovered these squares in the eighteenth century.
Mathematician Leonhard Euler famously attacked this problem in 1736, using graph theory to show that there is no route through the city of Konigsberg, Germany, that traverses each of its seven bridges just once.
In the 18th century, European mathematicians Leonhard Euler and Joseph-Louis Lagrange discovered that in this rotating frame there are five gravitational sweet spots, now called Lagrange points.
 
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