Mathematician unique.

Among the issues that were left unresolved in the mathematics of modern, Professor Kyoto Shinichi Mochizuki published on the Internet by day 18, the paper to prove the "predicted ABC" theory of integers is said to be the "most important" was.

Part 4 500 pages of paper. Because it is a challenge typical of number theory, and it took about 350 years to resolve, "Fermat's Last Theorem", they can prove at once be used to forecast, even Western media "would be an astonishing achievement I'm excited and tell. "

ABC is expected to have been proposed by the European mathematicians in 1985. Theory to consider C a new integer that can be by adding these with two integers B and A, we analyzed the relationship holds for the prime factors of each, is also referred to as "unresolved issues" most important in the analysis of the equations of integer .

Princeton University enrolled in advanced placement in the U.S. at the age of 16, is Professor Toshihide Mochizuki who graduated from the Department of the university at the age of 19. For example, at the age of 32 he became a professor of Kyoto University in 2002, with a history of exceptional dressed.

Born in Tokyo in 1969. He moved at the age of 5 in the convenience of his father's work according to people familiar with the matter. That was not good at Japanese living in the United States when most, he was appointed assistant to Kyoto at the age of 23 in 1992.

Was selected as the first recipient of the Academic Award Leave a performance in a wide range of specialized arithmetic geometry, Japan Academy was founded to target the young under the age of 45 to 17 years. Four papers announced that this time I wrote one person.

It is a unique image and mathematician. I would not know what a great job difficult.
http://www.kurims.kyoto-u.ac.jp/~motizuki/

 


現代の数学に未解明のまま残された問題のうち、「最も重要」とも言われる整数の理論「ＡＢＣ予想」を証明する論文を、望月新一京都大教授が１８日までにインターネット上で公開した。
　論文は４編の５００ページ。整数論の代表的難問であり、解決に約３５０年かかった「フェルマーの最終定理」も、この予想を使えば一気に証明できてしまうことから、欧米のメディアも「驚異的な偉業になるだろう」と興奮気味に伝えている。
　ＡＢＣ予想は１９８５年に欧州の数学者らによって提唱された。ＡとＢの二つの整数とこれらを足してできる新たな整数Ｃを考え、それぞれの素因数について成り立つ関係を分析した理論で、整数の方程式の解析では「最も重要な未解決の問題」とも言われる。
　望月教授は１６歳のときに米プリンストン大に飛び級で入学、１９歳で同大数学科を卒業した俊英だ。平成１４年に３２歳で京都大の教授に就任するなど、異例ずくめの経歴を持つ。
　昭和４４年東京生まれ。関係者によると父親の仕事の都合で５歳のころ渡米。ほとんど米国暮らしで、平成４年に２３歳で京都大助手に就任した際は日本語が苦手だったという。
　専門の数論幾何で多岐にわたる業績を残し、１７年に日本学士院が４５歳以下の若手を対象に創設した学術奨励賞の第１回受賞者に選ばれた。　今回発表した４編の論文は１人で書き上げた。
　異色な数学者といったイメージですね。難しいことは分かりませんが大きな仕事をなんでしょうね。 http://www.kurims.kyoto-u.ac.jp/~motizuki/