Kimura was born on November 13, 1924, in Okazaki, Aichi Prefecture.[7] From an early age he was very interested in botany, though he also excelled at mathematics (teaching himself geometry and other maths during a lengthy convalescence due to food poisoning). After entering a selective high school in Nagoya, Kimura focused on plant morphology and cytology; he worked in the laboratory of M. Kumazawa studying the chromosome structure of lilies. With Kumazawa, he also discovered how to connect his interests in botany and mathematics: biometry.[1]
Due to World War II, Kimura left high school early to enter Kyoto Imperial University in 1944. On the advice of the prominent geneticist Hitoshi Kihara, Kimura entered the botany program rather than cytology because the former, in the Faculty of Science rather than Agriculture, allowed him to avoid military duty. He joined Kihara's laboratory after the war, where he studied the introduction of foreign chromosomes into plants and learned the foundations of population genetics.[7][1]
In 1949, Kimura joined the National Institute of Genetics in Mishima, Shizuoka. In 1953 he published his first population genetics paper (which would eventually be very influential), describing a "stepping stone" model for population structure that could treat more complex patterns of migration than Sewall Wright's earlier "island model". After meeting visiting American geneticist Duncan McDonald (part of the Atomic Bomb Casualty Commission), Kimura arranged to enter graduate school at Iowa State College in the summer 1953 to study with J. L. Lush.[1]
Kimura soon found Iowa State College too restricting; he moved to the University of Wisconsin to work on stochastic models with James F. Crow and to join a strong intellectual community of like-minded geneticists, including Newton Morton and most significantly, Sewall Wright. Near the end of his graduate study, Kimura gave a paper at the 1955 Cold Spring Harbor Symposium; though few were able to understand it (both because of mathematical complexity and Kimura's English pronunciation) it received strong praise from Wright and later J.B.S. Haldane.[1][7]
His accomplishments at Wisconsin included a general model for genetic drift, which could accommodate multiple alleles, selection, migration, and mutations, as well as some work based on R.A. Fisher's fundamental theorem of natural selection. He also built on the work of Wright with the Fokker–Planck equation by introducing the Kolmogorov backward equation to population genetics, allowing the calculation of the probability of an allele to become fixed in a population.[8] He received his PhD in 1956, before returning to Japan (where he would remain for the rest of his life, at the National Institute of Genetics).[1]
Kimura worked on a wide spectrum of theoretical population genetics problems, many of them in collaboration with Takeo Maruyama. He introduced the "infinite alleles", "infinite sites", and "stepwise[9]" models of mutation, all of which would be used widely as the field of molecular evolution grew alongside the number of available peptide and genetic sequences. The stepwise mutation model is a "ladder model" that can be applied to electrophoresis studies where homologous proteins differ by whole units of charge. An early statement of his approach was published in 1960, in his An Introduction to Population Genetics.[10] He also contributed an important review article on the ongoing controversy over genetic load in 1961.[1][11]
1968 marked a turning point in Kimura's career. In that year he introduced the neutral theory of molecular evolution, the idea that, at the molecular level, the large majority of genetic change is neutral with respect to natural selection—making genetic drift a primary factor in evolution.[12][13] The field of molecular biology was expanding rapidly, and there was growing tension between advocates of the expanding reductionist field and scientists in organismal biology, the traditional domain of evolution. The neutral theory was immediately controversial, receiving support from many molecular biologists and attracting opposition from many evolutionary biologists.[14][12]
Kimura spent the rest of his life developing and defending the neutral theory. As James Crow put it, "much of Kimura's early work turned out to be pre-adapted for use in the quantitative study of neutral evolution".[1] As new experimental techniques and genetic knowledge became available, Kimura expanded the scope of the neutral theory and created mathematical methods for testing it against the available evidence.[14] Kimura produced a monograph on the neutral theory in 1983, The Neutral Theory of Molecular Evolution, and also worked to promote the theory through popular writings such as My Views on Evolution, a book that became a best-seller in Japan.[15]
Though difficult to test against alternative selection-centered hypotheses, the neutral theory has become part of modern approaches to molecular evolution.[16][17]
Kimura suffered from progressive weakening caused by amyotrophic lateral sclerosis later in life.[6] In an accidental fall at his home in Shizuoka, Japan, Kimura struck his head and died on November 13, 1994, of a cerebral hemorrhage.[7][18][6] He was married to Hiroko Kimura. They had one child, a son, Akio, and a granddaughter, Hanako.[19][20]
^Watterson, G. (1996). "Motoo Kimura's Use of Diffusion Theory in Population Genetics". Theoretical Population Biology. 49 (2): 154–188. doi:10.1006/tpbi.1996.0010. PMID8813021.
^Kimura, Motoo (1986). "Diffusion Models of Population Genetics in the Age of Molecular Biology". In Gani, J. (ed.). The Craft of Probabilistic Modelling. Applied Probability. Vol. 1. Springer. pp. 150–165. doi:10.1007/978-1-4613-8631-5_10. ISBN0-387-96277-8.
^Steen, T. Y. (1996). "Always an eccentric?: A brief biography of Motoo Kimura". Journal of Genetics. 75: 19–01. doi:10.1007/BF02931748. S2CID29545568.