Euler, Leonhard 1707 1783

　　Mathematician, born in Basel, Switzerland. He studied mathematics there under Jean Bernoulli, and became professor of physics and then of mathematics at the St Petersburg Academy of Sciences. In 1738 he lost the sight of one eye. In 1741 he moved to Berlin as director of mathematics and physics in the Berlin Academy, but returned to St Petersburg in 1766, soon afterwards losing the sight of his other eye.

　　He was a giant figure in 18th-c mathematics, publishing over 800 different books and papers, on every aspect of pure and applied mathematics, physics and astronomy. His Introductio in analysin infinitorum and later treatises on differential and integral calculus and algebra remained standard textbooks for a century and his notations, such as e and have been used ever since.

　　For the princess of Anhalt-Dessau he wrote Lettres une princesse dAllemagne , giving a clear non-technical outline of the main physical theories of the time. He had a prodigious memory, which enabled him to continue mathematical work and to compute complex calculations in his head when he was totally blind. He is without equal in the use of algorithms to solve problems.

　　萊昂哈德歐拉是瑞士數(shù)學(xué)家和物理學(xué)家。他被一些數(shù)學(xué)史學(xué)者稱為歷史上最偉大的兩位數(shù)學(xué)家之一。歐拉是第一個使用函數(shù)一詞來描述包含各種參數(shù)的表達(dá)式的人，例如：y = F 。他是把微積分應(yīng)用于物理學(xué)的先驅(qū)者之一。

　　Euler, Leonhard 1707 1783

　　Mathematician, born in Basel, Switzerland. He studied mathematics there under Jean Bernoulli, and became professor of physics and then of mathematics at the St Petersburg Academy of Sciences. In 1738 he lost the sight of one eye. In 1741 he moved to Berlin as director of mathematics and physics in the Berlin Academy, but returned to St Petersburg in 1766, soon afterwards losing the sight of his other eye.

　　He was a giant figure in 18th-c mathematics, publishing over 800 different books and papers, on every aspect of pure and applied mathematics, physics and astronomy. His Introductio in analysin infinitorum and later treatises on differential and integral calculus and algebra remained standard textbooks for a century and his notations, such as e and have been used ever since.

　　For the princess of Anhalt-Dessau he wrote Lettres une princesse dAllemagne , giving a clear non-technical outline of the main physical theories of the time. He had a prodigious memory, which enabled him to continue mathematical work and to compute complex calculations in his head when he was totally blind. He is without equal in the use of algorithms to solve problems.

　　萊昂哈德歐拉是瑞士數(shù)學(xué)家和物理學(xué)家。他被一些數(shù)學(xué)史學(xué)者稱為歷史上最偉大的兩位數(shù)學(xué)家之一。歐拉是第一個使用函數(shù)一詞來描述包含各種參數(shù)的表達(dá)式的人，例如：y = F 。他是把微積分應(yīng)用于物理學(xué)的先驅(qū)者之一。