Born: April 30, 1777 in Braunschweig [Died] February 23, 1855. Göttingen. German mathematician. A scholar who is considered to be on a par with Archimedes and Isaac Newton, he is also said to be the founder of modern mathematics. From an early age, he showed exceptional talent in mathematics and classical languages, and continued his studies under the patronage of the Duke of Brunswick. He studied at the University of Göttingen from 1795 to 1798. In 1807, he became director of the observatory and professor of mathematics at the university. From 1793 to 1794, he worked on various problems in number theory, discovering the least squares method in 1794, and in 1801, he published "Discourses on the Theory of Numbers," which is said to be Gauss's greatest achievement, and in the same year, he used the least squares method to calculate the orbit of the dwarf planet Ceres, rediscovering it. In addition to mathematics and astronomy, he made achievements in many fields, including physics and geodesy. Gauss |
[生]1777.4.30. ブラウンシュワイク [没]1855.2.23. ゲッティンゲン ドイツの数学者。アルキメデス,アイザック・ニュートンと並び称される学者で,近代数学の創始者ともいわれている。幼少の頃から数学と古典語にぬきんでた才能を示し,ブラウンシュワイク公の保護のもとに勉強を続けた。 1795~98年ゲッティンゲン大学に学ぶ。 1807年ゲッティンゲン大学の天文台長兼数学教授となる。 1793~94年整数論の諸問題に取り組み,1794年に最小二乗法を発見,1801年にガウスの最大の業績といわれる『整数論考究』を発表,同年最小二乗法を駆使して準惑星ケレスの軌道計算を行ない,これを再発見した。数学,天文学以外にも,物理学,測地学など多分野にわたって業績を残した。 ガウス
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