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Term Papers on Karl Gauss: Biography

Term Paper TitleKarl Gauss: Biography
# of Words600
# of Pages (250 words per page double spaced)2.4

Karl Gauss: Biography


     Karl Gauss lived from 1777 to 1855.  He was a German mathematician,
physician, and astronomer.  He was born in Braunschweig, Germany, on April 30th,
1777.  His family was poor and uneducated.  His father was a gardener and a
merchant's assistant.
     At a young age, Gauss taught himself how to read and count, and it is
said that he spotted a mistake in his father's calculations when he was only
three.  Throughout the rest of his early schooling, he stood out remarkably from
the rest of the students, and his teachers persuaded his father to train him for
a profession rather than learn trade.
     His skills were noticed while he was in high school, and at age 14 he
was sent to the Duke of Brunswick to demonstrate.  The Duke was so impressed by
this boy, that he offered him a grant that lasted from then until the Duke's
death in 1806.
     Karl began to study at the Collegium Carolinum in 1792.  He went on to
the University of Gottingen, and by 1799 was awarded his doctorate from the
University.  However, by that time most of his significant mathematical
discoveries had been made, and he took up his interest in astronomy in 1801.
     By about 1807, Gauss began to gain recognition from countries all over
the world.  He was invited to work in Leningrad, was made a member of the Royal
Society in London, and was invited membership to the Russian and French
Academies of Sciences.  However, he remained in his hometown in Germany until
his death in 1855.

Acomplishments

     During his Teen years, Karl Gauss developed many mathematical theories
and proofs, but these would not be recognized for decades because of his lack of
publicity and publication experience.  He discovered what we now call Bode's Law,
and the principle of squares, which we use to find the best fitting curve to a
group of observations.
     Having just finished some work in quadratic residues ...

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