# Euler, Leonhard

Name |
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born on |
15 April 1707 | ||||

Place |
Basel, Switzerland, 47n33, 7e35 | ||||

Timezone |
LMT m7e35 (is local mean time) | ||||

Data source |
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Astrology data |
24°46' |

## Biography

Swiss mathematician and physicist. He made important discoveries in fields as diverse as infinitesimal calculus and graph theory. He also introduced much of the modern mathematical terminology and notation, particularly for mathematical analysis, such as the notion of a mathematical function. He is also renowned for his work in mechanics, fluid dynamics, optics, and astronomy. Euler spent most of his adult life in St. Petersburg, Russia, and in Berlin, Prussia. He is considered to be the preeminent mathematician of the 18th century, and one of the greatest mathematicians to have ever lived. He is also one of the most prolific mathematicians ever; his collected works fill 60–80 quarto volumes.

Euler’s mathematical ability earned him the esteem of Johann Bernoulli, one of the first mathematicians in Europe at that time, and of his sons Daniel and Nicolas. In 1727 he moved to St. Petersburg, where he became an associate of the St. Petersburg Academy of Sciences and in 1733 succeeded Daniel Bernoulli to the chair of mathematics.

By means of his numerous books and memoirs that he submitted to the academy, Euler carried integral calculus to a higher degree of perfection, developed the theory of trigonometric and logarithmic functions, reduced analytical operations to a greater simplicity, and threw new light on nearly all parts of pure mathematics. Overtaxing himself, Euler in 1735 lost the sight of one eye. Then, invited by Frederick the Great in 1741, he became a member of the Berlin Academy, where for 25 years he produced a steady stream of publications, many of which he contributed to the St. Petersburg Academy, which granted him a pension. In 1748 he developed the concept of function in mathematical analysis, through which variables are related to each other and in which he advanced the use of infinitesimals and infinite quantities. He did for modern analytic geometry and trigonometry what the Elements of Euclid had done for ancient geometry, and the resulting tendency to render mathematics and physics in arithmetical terms has continued ever since. He is known for familiar results in elementary geometry.

Euler later suffered a cataract in his good left eye, rendering him almost totally blind a few weeks after its discovery in 1766. Even so, his condition appeared to have little effect on his productivity, as he compensated for it with his mental calculation skills and photographic memory. For example, Euler could repeat the Aeneid of Virgil from beginning to end without hesitation, and for every page in the edition he could indicate which line was the first and which the last. With the aid of his scribes, Euler's productivity on many areas of study actually increased. He produced on average one mathematical paper every week in the year 1775.

In St. Petersburg on 18 September 1783, after a lunch with his family, during a conversation with a fellow academician Anders Johan Lexell about the newly discovered Uranus and its orbit, Euler suffered a brain hemorrhage and died a few hours later.

## Events

## Source Notes

Birth time unknown. Starkman rectified it to 21.13 LMT

## Categories

- Traits : Mind : Exceptional mind

- Traits : Mind : Memory (photographic memory)

- Diagnoses : Body Part Problems : Eyes

- Family : Parenting : Kids more than 3 (13 Kids)

- Vocation : Science : Mathematics/ Statistics

- Notable : Extraordinary Talents : For Numbers

- Notable : Extraordinary Talents : For Problem Solving

- Notable : Famous : Historic figure

- Notable : Famous : Top 5% of Profession

- 1707 births
- Birthday 15 April
- Birthplace Basel, SWTZ
- Sun 24 Aries
- 1783 deaths
- Traits : Mind : Exceptional mind
- Traits : Mind : Memory
- Diagnoses : Body Part Problems : Eyes
- Family : Parenting : Kids more than 3
- Vocation : Science : Mathematics/ Statistics
- Notable : Extraordinary Talents : For Numbers
- Notable : Extraordinary Talents : For Problem Solving
- Notable : Famous : Historic figure
- Notable : Famous : Top 5% of Profession