数学者

Gregory Chaitin

1947 - 現在

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グレゴリー・チャイティン(Gregory "Greg" J. Chaitin, 1947年 - )は、アルゼンチン出身、アメリカ在住の数学者、コンピュータ科学者。 1960年代に情報理論の分野に、ゲーデルの不完全性定理とよく似た現象を見いだす。つまり、その分野上での決定不可能な命題を発見し別種の不完全性定理を得た。チャイティンの定理によると、十分な算術を表現可能などのような理論においても、いかなる数であろうともcよりも大きなコルモゴロフ複雑性を有することがその理論上では証明できないような、上限 c が存在する。 ウィキペディアで詳細を読む

His biography is available in 21 different languages on Wikipedia. Gregory Chaitin is the 745th most popular 数学者 (up from 832nd in 2024), the 7,108th most popular biography from United States (up from 8,272nd in 2019) and the 54th most popular American 数学者.

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Among 数学者

Among 数学者, Gregory Chaitin ranks 745 out of 1,004Before him are Nicolas Fuss, Vera T. Sós, Wilhelm Killing, Vaughan Jones, Solomon W. Golomb, and Abu'l-Hasan al-Uqlidisi. After him are Charles Fefferman, David Gale, Stanisław Mazur, Giuseppe Veronese, Guido Castelnuovo, and Leonard Nelson.

Most Popular 数学者 in Wikipedia

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Contemporaries

Among people born in 1947, Gregory Chaitin ranks 512Before him are Yuri Matiyasevich, Elena Belova, Bob Evans, Nurlan Balgimbayev, Terry Griffiths, and Emiel Puttemans. After him are John Mayhew, Aleida Assmann, John Bruton, Renata Sorrah, Stefano Benni, and Li Chan-myung.

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In United States

Among people born in United States, Gregory Chaitin ranks 7,110 out of 20,380Before him are C. Gordon Fullerton (1936), Nate Dogg (1969), Jenny Holzer (1950), Brian Doyle-Murray (1945), Phil Woods (1931), and Francesca Woodman (1958). After him are William Wilson Morgan (1906), Michael Spinks (1956), Paul Lockhart (1956), Charles Fefferman (1949), Skeeter Davis (1931), and Karen Wetterhahn (1948).

Among 数学者 In United States

Among 数学者 born in United States, Gregory Chaitin ranks 54Before him are Harold Hotelling (1895), Ken Ribet (1948), Joseph Keller (1923), Daniel Quillen (1940), Gladys West (1930), and Solomon W. Golomb (1932). After him are Charles Fefferman (1949), David Gale (1921), Curtis T. McMullen (1958), Hassler Whitney (1907), Daniel Lewin (1970), and Rudy Rucker (1946).

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