Shotaro Makisumi (Japanese: Makisumi Shōtarō; commonly known as "Macky", born March 21, 1990, in Ube, Yamaguchi, Japan)…
Shotaro Makisumi (Japanese: Makisumi Shōtarō; commonly known as "Macky", born March 21, 1990, in Ube, Yamaguchi, Japan) is best known for setting several world records for speedcubing, or quickly solving the Rubik's Cube. Macky lived in Arcadia, California, and graduated in the class of 2008 from Polytechnic School in Pasadena, California. In 2012, he graduated from Princeton University, where he majored in mathematics. He completed his Ph.D. at Stanford University in 2017 and is now a Ritt Assistant Professor of mathematics at Columbia University. He has held seven world records with the World Cube Association. In addition to speedcubing, he is involved in mathematics competitions and juggling.
Famous Japanese People: Mathematician
Mathematician: 117 people
Makiko Sasada (Japanese: 佐々田槙子) is a Japanese mathematician and mathematical physicist. Her research applies…
Makiko Sasada (Japanese: 佐々田槙子) is a Japanese mathematician and mathematical physicist. Her research applies probability theory and statistical physics in understanding differential equations such as the Navier–Stokes equations for fluid flow as the scaling limits of particle systems. She is also known for her web site encouraging Japanese girls in mathematics. She is a professor in the Graduate School of Mathematical Sciences at the University of Tokyo.
Hayato Chiba (千葉 逸人, born 18 January 1982) is a Japanese mathematician and professor at the Advanced Institute for…
Hayato Chiba (千葉 逸人, born 18 January 1982) is a Japanese mathematician and professor at the Advanced Institute for Materials Research of Tōhoku University. He mainly concerns himself with the theory of dynamical systems, especially bifurcation theory, and proved the Kuramoto conjecture about infinite-dimensional differential equations with chaotic behavior. He obtained his doctorate degree in information sciences at the University of Kyoto.
Yoshiko Ogata (Japanese: 緒方 芳子) is a Japanese mathematical physicist whose research concerns quantum statistical…
Yoshiko Ogata (Japanese: 緒方 芳子) is a Japanese mathematical physicist whose research concerns quantum statistical mechanics, quantum information theory, and the quantum many-body problem. She is a professor of mathematics at the Research Institute for Mathematical Sciences, Kyoto University.
Ken-ichi Kawarabayashi (Japanese: 河原林 健一, born 1975) is a Japanese graph theorist who works as a professor at the…
Ken-ichi Kawarabayashi (Japanese: 河原林 健一, born 1975) is a Japanese graph theorist who works as a professor at the National Institute of Informatics and is known for his research on graph theory (particularly the theory of graph minors) and graph algorithms. Kawarabayashi was born on May 22, 1975, in Tokyo. He earned a bachelor's degree in mathematics from Keio University in 1998, a master's degree from Keio in 2000, and a PhD from Keio in 2001, researching the Lovász–Woodall conjecture under the supervision of Katsuhiro Ota. After temporary positions at Vanderbilt University and under the supervision of Paul Seymour at Princeton University, he became an assistant professor at Tohoku University in 2003, and moved to the National Institute of Informatics in 2006. In 2003, Kawarabayashi was one of three winners of the Kirkman Medal of the Institute of Combinatorics and its Applications, an award given by them annually to researchers within four years of their PhD. In 2015, he won the Spring Prize of the Mathematical Society of Japan, its highest honor. He was a keynote speaker at the 2015 International Colloquium on Automata, Languages and Programming. He was named as an ACM Fellow, in the 2025 class of fellows, "for his contributions to graph theory, graph algorithms, and their applications".
Narutaka Ozawa (小沢登高, Ozawa Narutaka) (born 1974) is a Japanese mathematician, known for his work in operator algebras…
Narutaka Ozawa (小沢登高, Ozawa Narutaka) (born 1974) is a Japanese mathematician, known for his work in operator algebras and discrete groups. He has been a professor at Kyoto University since 2013. He earned a bachelor's degree in mathematics in 1997 from the University of Tokyo and a Ph.D. in mathematics in 2000 from the same institution. One year later he received a Ph.D. in mathematics from Texas A&M University. He was selected for one of the prestigious Sloan Research Fellowships in 2005 and was an invited speaker at the 2006 ICM in Madrid where he gave a talk on "Amenable actions and Applications". He has won numerous prizes including the Mathematical Society of Japan (MSJ) Spring Prize and the Japan Society for the Promotion of Science (JSPS) Prize. Before becoming a full professor at Kyoto University in 2013, he was an associate professor at the University of Tokyo and at University of California, Los Angeles.
Takurō Mochizuki (望月 拓郎, born 28 August 1972) is a Japanese mathematician at Kyoto University.
Makoto Matsumoto (松本眞, born February 18, 1965) is a Japanese mathematician principally known as the inventor of the…
Makoto Matsumoto (松本眞, born February 18, 1965) is a Japanese mathematician principally known as the inventor of the Mersenne Twister, a widely used pseudorandom number generator. He is also the author of the CryptMT stream cipher.
Atsuko Miyaji (Japanese: 宮地充子, born 1965) is a Japanese cryptographer and number theorist known for her research on…
Atsuko Miyaji (Japanese: 宮地充子, born 1965) is a Japanese cryptographer and number theorist known for her research on elliptic-curve cryptography and software obfuscation. She is a professor in the Division of Electrical, Electronic and Information Engineering, at Osaka University.
Kengo Hirachi (平地 健吾 Hirachi Kengo, born 30 November 1964) is a Japanese mathematician, specializing in CR geometry and…
Kengo Hirachi (平地 健吾 Hirachi Kengo, born 30 November 1964) is a Japanese mathematician, specializing in CR geometry and mathematical analysis. Hirachi received from Osaka University his B.S. in 1987, his M.S. in 1989, and his Dr.Sci., advised by Gen Komatsu, in 1994 with dissertation The second variation of the Bergman kernel for ellipsoids. He was a research assistant from 1989 to 1996 and a lecturer from 1996 to 2000 at Osaka University. He was an associate professor from 2000 to 2010 and a full professor from 2010 to the present at the University of Tokyo. He was a visiting professor at the Mathematical Sciences Research Institute from October 1995 to September 1996, at the Erwin Schrödinger Institute for Mathematical Physics from March 2004 to April 2004, at Princeton University from October 2004 to July 2005, and at the Institute for Advanced Study from January 2009 to April 2009. Hirachi’s work employs a wide range of tools in geometry and analysis, including several complex variables, the complex Monge-Ampère equation, microlocal analysis, parabolic invariant theory, explicit computations, and computer algebra packages. In a paper in the Annals of Mathematics (2000) Hirachi constructed CR invariants of strongly pseudoconvex boundaries via a deep study of the logarithmic singularity of the Bergman kernel. He has proved various results linking the Bergman and Szegő kernels, and he has made significant progress to a program in which the Bergman kernel function plays a role analogous to the heat kernel of Riemannian geometry.
Hiraku Nakajima (Japanese: 中島 啓, romanized: Nakajima Hiraku; born November 30, 1962) is a Japanese mathematician, and a…
Hiraku Nakajima (Japanese: 中島 啓, romanized: Nakajima Hiraku; born November 30, 1962) is a Japanese mathematician, and a professor of the Kavli Institute for the Physics and Mathematics of the Universe at the University of Tokyo. He is International Mathematical Union president for the 2023–2026 term. He obtained his Ph.D. from the University of Tokyo in 1991. In 2002 he was plenary speaker at the International Congress of Mathematicians in Beijing. He won the 2003 Cole Prize in algebra for his work on representation theory and geometry. He proved Nekrasov's conjecture.
Noriko H. Arai (Japanese: 新井紀子, romanized: Arai Noriko, born 1962) is a Japanese researcher in mathematical logic and…
Noriko H. Arai (Japanese: 新井紀子, romanized: Arai Noriko, born 1962) is a Japanese researcher in mathematical logic and artificial intelligence, known for her work on a project to develop robots that can pass the entrance examinations for the University of Tokyo. She is a professor in the information and society research division of the National Institute of Informatics.
Toshiyuki Kobayashi (小林 俊行, Kobayashi Toshiyuki; born September 9, 1962) is a Japanese mathematician known for his…
Toshiyuki Kobayashi (小林 俊行, Kobayashi Toshiyuki; born September 9, 1962) is a Japanese mathematician known for his original work in the field of Lie theory, and in particular for the theory of discontinuous groups (lattice in Lie groups) and the application of geometric analysis to representation theory. He was a major developer in particular of the theory of discontinuous groups for non-Riemannian homogeneous spaces and the theory of discrete breaking symmetry in unitary representation theory. He has been a member of the Science Council of Japan since 2006, Board of Trustees of the Mathematical Society of Japan (2003–2007), the Editor in Chief of the Journal of the Mathematical Society of Japan (2002–2006), and currently is the Managing Editor of the Japanese Journal of Mathematics since 2006.
Shin-ya Koyama (小山 信也, Koyama Shin'ya; born 1962, Niigata) is a Japanese mathematician working in number theory. He is…
Shin-ya Koyama (小山 信也, Koyama Shin'ya; born 1962, Niigata) is a Japanese mathematician working in number theory. He is currently a professor at Toyo University.
Kaoru Ono (小野 薫, Ono Kaoru, born 1962) is a Japanese mathematician, specializing in symplectic geometry. He is a…
Kaoru Ono (小野 薫, Ono Kaoru, born 1962) is a Japanese mathematician, specializing in symplectic geometry. He is a professor at the Research Institute for Mathematical Sciences (RIMS) at Kyoto University. Ono received from the University of Tokyo his undergraduate degree in 1984, his master's degree in 1987, and his Ph.D. in 1990. Within symplectic geometry, his research has focused on Floer theory and holomorphic symplectic geometry involving holomorphic curves and pseudoholomorphic curves and their applications. He has collaborated extensively with Kenji Fukaya, Yong-Geun Oh, and Hiroshi Ohta (see Fukaya category). In a joint work with K. Fukaya, he constructed Floer cohomology of Hamiltonian diffeomorphisms on arbitrary closed symplectic manifolds as well as Gromov-Witten invariants. Using Novikov-Floer cohomology, he proved the C 1 {\displaystyle C^{1}} -flux conjecture. In recent years, he has been collaborating with Fukaya, Oh and Ohta in Floer theory for Lagrangian submanifolds and its implications in symplectic geometry and homological mirror symmetry. Ono was awarded by the Mathematical Society of Japan in 1999 the Geometry Prize and in 2005 the Autumn Prize. He was a 2006 recipient of the Inoue Prize of the Inoue Foundation for Science. In 2006 he was an Invited Speaker with talk Development in symplectic Floer theory at the International Congress of Mathematicians in Madrid. In 2022, he serves as Director of the Research Institute for Mathematical Sciences of Kyoto University (KURIMS).
Yasuyuki Kawahigashi (河東 泰之, born 1962), formerly known as Yasuyuki Asano, is a Japanese mathematician and a professor…
Yasuyuki Kawahigashi (河東 泰之, born 1962), formerly known as Yasuyuki Asano, is a Japanese mathematician and a professor at the Graduate School of Mathematical Sciences, the University of Tokyo. His primary area of expertise is operator algebra theory.
Mitsuhiro Shishikura (宍倉 光広, Shishikura Mitsuhiro; born November 27, 1960) is a Japanese mathematician working in the…
Mitsuhiro Shishikura (宍倉 光広, Shishikura Mitsuhiro; born November 27, 1960) is a Japanese mathematician working in the field of complex dynamics. He is professor at Kyoto University in Japan. Shishikura became internationally recognized for two of his earliest contributions, both of which solved long-standing open problems. In his Master's thesis, he proved a conjecture of Fatou from 1920 by showing that a rational function of degree d {\displaystyle d\,} has at most 2 d − 2 {\displaystyle 2d-2\,} nonrepelling periodic cycles. He proved that the boundary of the Mandelbrot set has Hausdorff dimension two, confirming a conjecture stated by Mandelbrot and Milnor. For his results, he was awarded the Salem Prize in 1992, and the Iyanaga Spring Prize of the Mathematical Society of Japan in 1995. More recent results of Shishikura include (in joint work with Kisaka) the existence of a transcendental entire function with a doubly connected wandering domain, answering a question of Baker from 1985; (in joint work with Inou) a study of near-parabolic renormalization which is essential in Buff and Chéritat's recent proof of the existence of polynomial Julia sets of positive planar Lebesgue measure. (in joint work with Cheraghi) A proof of the local connectivity of the Mandelbrot set at some infinitely satellite renormalizable points. (in joint work with Yang) A proof of the regularity of the boundaries of the high type Siegel disks of quadratic polynomials. One of the main tools pioneered by Shishikura and used throughout his work is that of quasiconformal surgery. His doctoral students include Weixiao Shen.
Kenji Fukaya (Japanese: 深谷賢治, Fukaya Kenji, born in 1959) is a Japanese mathematician known for his work in symplectic…
Kenji Fukaya (Japanese: 深谷賢治, Fukaya Kenji, born in 1959) is a Japanese mathematician known for his work in symplectic geometry and Riemannian geometry. His many fundamental contributions to mathematics include the discovery of the Fukaya category. He was a permanent faculty member at the Simons Center for Geometry and Physics and a professor of mathematics at Stony Brook University before leaving for Tsinghua University.
Hisashi Okamoto (岡本 久, Okamoto Hisashi, born 23 November 1956) is a Japanese applied mathematician, specializing in…
Hisashi Okamoto (岡本 久, Okamoto Hisashi, born 23 November 1956) is a Japanese applied mathematician, specializing in mathematical fluid mechanics and computational fluid dynamics. Okamoto graduated from the University of Tokyo in March 1979. In April 1981 he became a research associate to Hiroshi Fujita (known for the Fujita-Kato theorem) at the University of Tokyo. There in 1985 he received his Doctorate of Science with Fujita as advisor. For the academic year 1986–1987 Okamoto was a visiting fellow at the University of Minnesota's Institute for Mathematics and Its Applications. In August 1987 Okamoto became an associate professor in the University of Tokyo's Department of Applied Science. In 1988 he visited the National University of Singapore. At Kyoto University's Research Institute for Mathematical Sciences (RIMS), he became an associate professor in April 1990 and a full professor in April 1994. At RIMS he was Head of the Computer Science Research Laboratory from 2004 to 2005 and deputy director in 2006, 2009, and 2011. He is editor-in-chief of the Japan Journal of Industrial and Applied Mathematics (JJIAM). Okamoto is the author or co-author of over 100 articles in refereed journals or in books of conference proceedings. He wrote, with Mayumi Shōji, the 2001 monograph The mathematical theory of permanent progressive water-waves.
Toshikazu Kawasaki (川崎敏和, Kawasaki Toshikazu; November 26, 1955 – March 4, 2026) was a Japanese paperfolder and origami…
Toshikazu Kawasaki (川崎敏和, Kawasaki Toshikazu; November 26, 1955 – March 4, 2026) was a Japanese paperfolder and origami theorist who was known for his geometrically innovative models. He was particularly famous for his series of fourfold symmetry "roses", all based on a twisting maneuver that allows the petals to seem to curl out from the center of the flower. Kawasaki also taught mathematics at Sasebo Technical Junior College.
Masato Wakayama (Japanese: 若山 正人, romanized: Wakayama Masato; born November 1955) is a Japanese mathematician…
Masato Wakayama (Japanese: 若山 正人, romanized: Wakayama Masato; born November 1955) is a Japanese mathematician specializing in representation theory, number theory, and mathematical physics. He is the Research Principal of the NTT Institute of Fundamental Mathematics, President of ZEN University and Professor Emeritus at Kyushu University. He worked to improve research collaboration in mathematics between academia and industry and the development of mathematics among young people in Japan.
Kumiko Nishioka (西岡 久美子, Nishioka Kumiko; born 1954) is a Japanese mathematician at Keio University. She specializes in…
Kumiko Nishioka (西岡 久美子, Nishioka Kumiko; born 1954) is a Japanese mathematician at Keio University. She specializes in transcendental numbers, and is known for her research related to the theory of Mahler functions and Painlevé transcendents. In 1996 she published the first comprehensive text on transcendence of Mahler functions, Mahler Functions and Transcendence, extending and generalizing Mahler's method. Her husband Keiji Nishioka is also a mathematician, and a coauthor.
Shigeru Mukai (向井 茂, Mukai Shigeru; born 1953) is a Japanese mathematician at Kyoto University specializing in…
Shigeru Mukai (向井 茂, Mukai Shigeru; born 1953) is a Japanese mathematician at Kyoto University specializing in algebraic geometry.
Ichiro Tsuda (June 4, 1953-) is a Japanese mathematical scientist, applied mathematician, physicist, and writer. His…
Ichiro Tsuda (June 4, 1953-) is a Japanese mathematical scientist, applied mathematician, physicist, and writer. His research carrier started at an early stage of chaos studies. His research interests cover chaotic dynamical systems, complex systems, brain dynamics and artificial intelligence. He has contributed to the development and promotion of complex systems researches. He found several novel phenomena in chaotic dynamical systems such as Noise-Induced Order and Chaotic Itinerancy. He also proposed a chaotic theory for dynamic behaviors of brain (for example,) within a framework of cerebral hermeneutics. He received academic awards such as 2010 HFSP Program Award for international collaborative research on the neural mechanisms of deliberative decision making in rats (Joint awardees were David Redish, Jan Lauwereyns, Emma Wood, and Paul Dudchenko). He was also awarded as a plenary lecturer in prestigious international conferences such as in the 6th ICIAM 2007, the international conference for industrial and applied mathematics. He is also known as a translator and an editor for the Japanese translation of the highly rated textbook in the field of chaotic dynamical systems
Yujiro Kawamata (born 1952) is a Japanese mathematician working in algebraic geometry.
Nobushige Kurokawa (黒川 信重, Kurokawa Nobushige; born 1952) is a Japanese mathematician working in number theory…
Nobushige Kurokawa (黒川 信重, Kurokawa Nobushige; born 1952) is a Japanese mathematician working in number theory, especially analytic number theory, multiple trigonometric function theory, zeta functions and automorphic forms. He is currently a professor emeritus at Tokyo Institute of Technology.
Michio Jimbo (神保 道夫, Jimbō Michio; born November 28, 1951) is a Japanese mathematician working in mathematical physics.…
Michio Jimbo (神保 道夫, Jimbō Michio; born November 28, 1951) is a Japanese mathematician working in mathematical physics. He is known for his introduction of quantum groups (independently of Vladimir Drinfeld), his contributions to the theory of integrable systems and their correlation functions, and his work with Mikio Sato and Tetsuji Miwa on holonomic quantum fields and isomonodromic deformation theory.
Hiroaki Terao (寺尾 宏明, Hiroaki Terao; born August 13, 1951) is a Japanese mathematician, known as, with Peter Orlik and…
Hiroaki Terao (寺尾 宏明, Hiroaki Terao; born August 13, 1951) is a Japanese mathematician, known as, with Peter Orlik and Louis Solomon, a pioneer of the theory of arrangements of hyperplanes. He was awarded a Mathematical Society of Japan Algebra Prize in 2010.
Shigefumi Mori (森 重文, Mori Shigefumi; born February 23, 1951) is a Japanese mathematician, known for his work in…
Shigefumi Mori (森 重文, Mori Shigefumi; born February 23, 1951) is a Japanese mathematician, known for his work in algebraic geometry, particularly in relation to the classification of three-folds. He won the Fields Medal in 1990.
Reiko Miyaoka (Japanese: 宮岡 礼子, born 1951) is a Japanese mathematician and professor at Tohoku University, known for…
Reiko Miyaoka (Japanese: 宮岡 礼子, born 1951) is a Japanese mathematician and professor at Tohoku University, known for her research on hypersurfaces. In 2001 she won the Geometry prize of the Mathematical Society of Japan. She received her Ph.D. in 1983 from Tokyo Institute of Technology. Her husband Yoichi Miyaoka is also a mathematician.
Shihoko Ishii (Japanese: 石井志保子, born 1950) is a Japanese mathematician and professor at the University of Tokyo. Her…
Shihoko Ishii (Japanese: 石井志保子, born 1950) is a Japanese mathematician and professor at the University of Tokyo. Her research area is algebraic geometry.
Tetsuji Miwa (三輪 哲二, Miwa Tetsuji; born 10 February 1949 in Tokyo) is a Japanese mathematician, specializing in…
Tetsuji Miwa (三輪 哲二, Miwa Tetsuji; born 10 February 1949 in Tokyo) is a Japanese mathematician, specializing in mathematical physics.
Yoichi Miyaoka (宮岡 洋一, Miyaoka Yōichi) is a mathematician who works in algebraic geometry and who proved (independently…
Yoichi Miyaoka (宮岡 洋一, Miyaoka Yōichi) is a mathematician who works in algebraic geometry and who proved (independently of Shing-Tung Yau's work) the Bogomolov–Miyaoka–Yau inequality in an Inventiones Mathematicae paper. In 1984, Miyaoka extended the Bogomolov–Miyaoka–Yau inequality to surfaces with quotient singularities, and in 2008 to orbifold surfaces. Doing so, he obtains sharp bound on the number of quotient singularities on surfaces of general type. Moreover, the inequality for orbifold surfaces gives explicit values for the coefficients of the so-called Lang-Vojta conjecture relating the degree of a curve on a surface with its geometric genus.
Takao Hayashi (born 1949) is a Japanese mathematics educator, historian of mathematics specializing in Indian…
Takao Hayashi (born 1949) is a Japanese mathematics educator, historian of mathematics specializing in Indian mathematics. Hayashi was born in Niigata, Japan. He obtained Bachelor of Science degree form Tohoku University, Sendai, Japan in 1974, Master of Arts degree from Tohuku University, Sendai, Japan in 1976 and a postgraduate degree from Kyoto University, Japan in 1979. He secured the Doctor of Philosophy degree from Brown University, USA in 1985 under the guidance of David Pingree. He was a researcher at Mehta Research Institute for Mathematics and Mathematical Physics, Allahabad, India during 1982–1983, a lecturer at Kyoto Women's College during 1985–1987. He joined Doshisha University, Kyoto as a lecturer in history of science in 1986 and was promoted as professor in 1995. He has also worked in various universities in Japan in different capacities.
Toshikazu Sunada (砂田 利一, Sunada Toshikazu; born September 7, 1948) is a Japanese mathematician and author of many books…
Toshikazu Sunada (砂田 利一, Sunada Toshikazu; born September 7, 1948) is a Japanese mathematician and author of many books and essays on mathematics and mathematical sciences. He is professor emeritus of both Meiji University and Tohoku University. He is also distinguished professor of emeritus at Meiji in recognition of achievement over the course of an academic career. Before he joined Meiji University in 2003, he was professor of mathematics at Nagoya University (1988–1991), at the University of Tokyo (1991–1993), and at Tohoku University (1993–2003). Sunada was involved in the creation of the School of Interdisciplinary Mathematical Sciences at Meiji University and is its first dean (2013–2017). Since 2019, he is President of Mathematics Education Society of Japan.
Masaki Kashiwara (Japanese: 柏原 正樹, Hepburn: Kashiwara Masaki; born January 30, 1947) is a Japanese mathematician and…
Masaki Kashiwara (Japanese: 柏原 正樹, Hepburn: Kashiwara Masaki; born January 30, 1947) is a Japanese mathematician and professor at the Kyoto University Institute for Advanced Study (KUIAS). He is known for his contributions to algebraic analysis, microlocal analysis, D-module theory, Hodge theory, sheaf theory and representation theory. He was awarded the Abel Prize in 2025, and is the award's first recipient from Japan.
Masanori Ohya (大矢 雅則, Ōya Masanori; born 1947) is a Japanese mathematician. After he received a Ph.D. in Mathematical…
Masanori Ohya (大矢 雅則, Ōya Masanori; born 1947) is a Japanese mathematician. After he received a Ph.D. in Mathematical Physics and Information Science and Dr.Sc., he continuously worked on operator algebra, quantum entropy, quantum information theory and bio-information. He achieved results in the fields of quantum information and mathematical physics. In particular, he proposed his version of quantum mutual entropy. Note this quantity is not the same as Holevo's chi quantity or coherent information, though each of them plays important role in quantum information theory. The information theoretic meaning of Ohya's quantum mutual information is still obscure. He also proposed 'Information Dynamics' and 'Adaptive Dynamics', which he applied to the study of chaos theory, quantum information and biosciences as related fields.
Jin Akiyama (Japanese: 秋山仁; born 1946) is a Japanese mathematician, known for his appearances on Japanese prime-time…
Jin Akiyama (Japanese: 秋山仁; born 1946) is a Japanese mathematician, known for his appearances on Japanese prime-time television (NHK) presenting magic tricks with mathematical explanations. He is director of the Mathematical Education Research Center at the Tokyo University of Science, and professor emeritus at Tokai University. Akiyama studied mathematics at the Tokyo University of Science, where one of his mentors was Takashi Hamada. He completed a graduate degree at Sophia University under the supervision of Mitio Nagumo, in differential equations, but soon shifted his interests to graph theory. He planned to take a position in Ghana, but after conflict there caused it to be cancelled he joined the faculty at Nippon Ika University, and then moved to the U.S. for 1978 and 1979 to work with Frank Harary at the University of Michigan. In the 1990s, his interests shifted again, from graph theory to discrete geometry. Akiyama is a founder of the Japan Conference on Discrete and Computational Geometry, Graphs, and Games (JCDCG3), the founding managing editor of Graphs and Combinatorics, and the author of the books A Day's Adventure in Math Wonderland (with Mari-Jo Ruiz, World Scientific, 2008), Factors and Factorizations of Graphs (with Mikio Kano, Lecture Notes in Mathematics 2031, Springer, 2011), and Treks Into Intuitive Geometry: The World of Polygons and Polyhedra (with Kiyoko Matsunaga, Springer, 2015). He is also the namesake of a Nintendo DS game, Master Jin Jin's IQ Challenge. Akiyama's lectures sometimes also include musical performances by him, on accordion or xylophone.
Kenji Ueno (上野 健爾, Ueno Kenji, 1945, Kumamoto Prefecture) is a Japanese mathematician, specializing in algebraic…
Kenji Ueno (上野 健爾, Ueno Kenji, 1945, Kumamoto Prefecture) is a Japanese mathematician, specializing in algebraic geometry. He was in the 1970s at the University of Tokyo and was from 1987 to 2009 a professor at the University of Kyoto and is now the director of Yokkaichi University's Seki Kōwa Institute for Mathematics. In 1978 he was an Invited Speaker (Classification of algebraic manifolds) at the International Congress of Mathematicians in Helsinki. Ueno was a visiting professor at several universities, including the University of Bonn and the University of Mannheim in the 1970s. He is the author and editor of several books on algebraic geometry.
Takahiro Kawai (河合 隆裕, Kawai Takahiro; born 1945, Tsushima, Aichi) is a Japanese mathematician working on algebraic…
Takahiro Kawai (河合 隆裕, Kawai Takahiro; born 1945, Tsushima, Aichi) is a Japanese mathematician working on algebraic analysis. He is a professor emeritus at RIMS. He was a student of Mikio Sato at the same time as Masaki Kashiwara with whom he later shared the Asahi Prize in 1987.
Kyōji Saitō (齋藤 恭司, Saitō Kyōji; born 25 December 1944) is a Japanese mathematician, specializing in algebraic geometry…
Kyōji Saitō (齋藤 恭司, Saitō Kyōji; born 25 December 1944) is a Japanese mathematician, specializing in algebraic geometry and complex analytic geometry.
Hiroshi Umemura (梅村 浩; 1944 – March 8, 2019) was a Japanese mathematician and professor at Nagoya University in the…
Hiroshi Umemura (梅村 浩; 1944 – March 8, 2019) was a Japanese mathematician and professor at Nagoya University in the field of algebraic geometry and differential equations.
Goro Nishida (西田 吾郎, Nishida Gorō; 18 September 1943, in Osaka – 2 June 2014) was a Japanese mathematician. He was a…
Goro Nishida (西田 吾郎, Nishida Gorō; 18 September 1943, in Osaka – 2 June 2014) was a Japanese mathematician. He was a leading member of the Japanese school of homotopy theory, following in the tradition of Hiroshi Toda. Nishida received his Ph.D. from Kyoto University in 1973, after spending the 1971–72 academic year at the University of Manchester in England. He then became a professor at Kyoto University in 1990. His proof in 1973 of Michael Barratt's conjecture (that positive-degree elements in the stable homotopy ring of spheres are nilpotent) was a major breakthrough: following Frank Adams' solution of the Hopf invariant one problem, it marked the beginning of a new global understanding of algebraic topology. His contributions to the field were celebrated in 2003 at the NishidaFest in Kinosaki, followed by a satellite conference at the Nagoya Institute of Technology; the proceedings were published in Geometry and Topology's monograph series. In 2000 he was the leading organizer for a concentration year at the Japan–US Mathematics Institute at Johns Hopkins University. Nishida's earliest work grew out of the study of infinite loop spaces; his first paper (in 1968, on what came eventually to be known as the Nishida relations) accounts for interactions between Steenrod operations and Kudo–Araki (Dyer–Lashof) operations. Some of his later work concerns a circle of ideas surrounding the Segal conjecture, transfer homomorphisms, and stable splittings of classifying spaces of groups. The ideas in this series of papers have by now grown into a rich subfield of homotopy theory; it continues today in (for example) the theory of p-compact groups.
Masahiko Fujiwara (Japanese: 藤原 正彦, romanized: Fujiwara Masahiko; born July 9, 1943, in Shinkyo, Manchukuo) is a…
Masahiko Fujiwara (Japanese: 藤原 正彦, romanized: Fujiwara Masahiko; born July 9, 1943, in Shinkyo, Manchukuo) is a Japanese mathematician and writer who is known for his book The Dignity of the Nation. He is a professor emeritus at Ochanomizu University.
Takuro Shintani (新谷 卓郎, Shintani Takurō; 4 February 1943 – 14 November 1980) was a Japanese mathematician working in…
Takuro Shintani (新谷 卓郎, Shintani Takurō; 4 February 1943 – 14 November 1980) was a Japanese mathematician working in number theory who introduced Shintani zeta functions and Shintani's unit theorem. Shintani died by suicide at the age of 37.
Tadatoshi Akiba (秋葉 忠利, Akiba Tadatoshi; born November 3, 1942 in Arakawa, Tokyo) is a Japanese mathematician and…
Tadatoshi Akiba (秋葉 忠利, Akiba Tadatoshi; born November 3, 1942 in Arakawa, Tokyo) is a Japanese mathematician and politician and served as the mayor of the city of Hiroshima, Japan from 1999 to 2011.
Koichiro Harada (原田 耕一郎, Harada Kōichirō) is a Japanese mathematician working on finite group theory.
Tadao Oda (小田忠雄, Oda Tadao) (born 1940, Kyoto) is a Japanese mathematician working in the field of algebraic geometry…
Tadao Oda (小田忠雄, Oda Tadao) (born 1940, Kyoto) is a Japanese mathematician working in the field of algebraic geometry, especially toric varieties. The field of toric varieties was developed by Demazure, Mumford, Miyake, Oda and others in the 1970s. He is also known for a book on toric varieties: Convex Bodies and Algebraic Geometry: An Introduction to the Theory of Toric Varieties. In 1958 Oda graduated from Tokai High School in Nagoya, Japan, where Shigefumi Mori and Hisasi Morikawa also graduated from. He earned his bachelor's degree from Kyoto University in 1962, and five years later earned a Ph.D. under David Mumford from Harvard University with thesis Abelian varieties over a perfect field and Dieudonné Modules. After completing his Ph.D., Oda was an associate professor at Nagoya University and became a professor at Tohoku University in 1975. He remained at the university for 28 years. He is an emeritus professor at Tohoku University. Oda wrote "Algebraic Geometry, Sendai, 1985" with Hisasi Morikawa, a former professor at Nagoya University. Tadao has belonged to the Kiwanis Club of Sendai since 1999 and was elected to a three-year term as a trustee of Kiwanis International in 2008.
Kazuhiko Aomoto is a Japanese mathematician who introduced the Aomoto-Gel'fand hypergeometric function and the Aomoto…
Kazuhiko Aomoto is a Japanese mathematician who introduced the Aomoto-Gel'fand hypergeometric function and the Aomoto integral. He was a professor at Nagoya University. In 1996 he received the Mathematical Society of Japan autumn prize for his research on complex integration.