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The Fukui function is named after Kenichi Fukui, who investigated the frontier orbitals described by the function, specifically the HOMO and LUMO. [3] Fukui functions are related in part to the frontier molecular orbital theory (also known as the Fukui theory of reactivity and selection, also developed by Kenichi Fukui) which discusses how nucleophiles attack the HOMO while at the same time ...
In 1952, Kenichi Fukui published a paper in the Journal of Chemical Physics titled "A molecular theory of reactivity in aromatic hydrocarbons." [1] Though widely criticized at the time, he later shared the Nobel Prize in Chemistry with Roald Hoffmann for his work on reaction mechanisms.
Kenichi Fukui (福井 謙一, Fukui Ken'ichi, October 4, 1918 – January 9, 1998) was a Japanese chemist. [1] He became the first person of East Asian ancestry to be awarded the Nobel Prize in Chemistry when he won the 1981 prize with Roald Hoffmann , for their independent investigations into the mechanisms of chemical reactions .
Jan-ken uses the rock, paper, and scissors signs [18] and is the direct source of the modern version of rock paper scissors. [19] Hand-games using gestures to represent the three conflicting elements of rock, paper, and scissors have been most common since the modern version of the game was created in the late 19th century, between the Edo and ...
Rock Paper Scissors is an American animated comedy television series created by Kyle Stegina and Josh Lehrman for Nickelodeon. It premiered on February 11, 2024, airing after the network's alternate broadcast of Super Bowl LVIII .
Yang's main contributions to theoretical chemistry range from fundamental theory to applications of density functional theory. He (with Parr) developed the concepts of the Fukui function, [1] hardness, and softness [2] in density functional theory. He also justified the theoretical ground of potential functional (as in Optimized-Effective ...
"Rock, Paper, Scissors also provides an example of a magma that is commutative but not associative, by defining a binary operation on the set {rock, paper, scissors} in which the product of a pair is defined to be the "winner." The author intended for XxY to be whichever of X and Y is the winning throw and not, of course, the winning person.
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