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Kenichi Fukui (福井 謙一, Fukui Ken'ichi, October 4, 1918 – January 9, 1998) was a Japanese chemist, known as the first person of East Asian ancestry to be awarded the Nobel Prize in Chemistry. Fukui was co-recipient of the 1981 Nobel Prize in Chemistry with Roald Hoffmann , for their independent investigations into the ...
Fukui Ken’ichi (japanisch 福井 謙一; * 4. Oktober 1918 in Nara, Präfektur Nara, Japan; † 9. Januar 1998 in Kyōto) war ein japanischer Chemiker. Er ist auch bekannt als der erste asiatische Wissenschaftler, der einen Chemie-Nobelpreis erhielt. Inhaltsverzeichnis. 1 Leben. 2 Fukui-Medaille. 3 Schriften. 4 Weblinks. 5 Einzelnachweise. Leben.
Kenichi Fukui. Biographical. I was born the eldest of three sons of Ryokichi Fukui, a foreign trade merchant and factory manager, and Chie Fukui, in Nara, Japan, on October 4, 1918.
Fukui Kenichi (born Oct. 4, 1918, Nara, Japan—died Jan. 9, 1998, Kyoto) was a Japanese chemist, corecipient with Roald Hoffmann of the Nobel Prize for Chemistry in 1981 for their independent investigations of the mechanisms of chemical reactions. Fukui took little interest in chemistry before enrolling at Kyoto University, where he studied ...
- The Editors of Encyclopaedia Britannica
19. Feb. 1998 · 4 Citations. 1 Altmetric. Metrics. Theoretical chemist who had fundamental insights into chemical reactivity. Kenichi Fukui, the first Japanese Nobel laureate in chemistry, died on 9 January...
- Roald Hoffmann
- 1998
9. Jan. 1998 · Kenichi Fukui. The Nobel Prize in Chemistry 1981. Born: 4 October 1918, Nara, Japan. Died: 9 January 1998, Kyoto, Japan. Affiliation at the time of the award: Kyoto University, Kyoto, Japan. Prize motivation: “for their theories, developed independently, concerning the course of chemical reactions” Prize share: 1/2. Work.
22. März 2022 · Abstract. Kenichi Fukui shared the 1981 Nobel Prize in Chemistry with Roald Hoffmann for “their theories, developed independently, concerning the course of chemical reactions.”. This is Paper 4 – Part I, of a three-part trilogy within a 27-paper series on the history of the development of the Woodward-Hoffmann rules.
