Kanamori Arishige
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Kanamori Arishige
Kanamori (written: 金森 "money/metal, forest", or 金守 "money/metal, protect") is a Japanese surname. Notable people with the surname include: *, Japanese-born American mathematician *, Japanese seismologist *, Japanese-born Australian photographer *, Japanese samurai and ''daimyō'' *, Japanese politician *, Japanese footballer See also *, Sengoku period Japanese clan *Kanamori–McAloon theorem In mathematical logic, the Kanamori–McAloon theorem, due to , gives an example of an incompleteness in Peano arithmetic, similar to that of the Paris–Harrington theorem. They showed that a certain finitistic theorem in Ramsey theory is not prova ..., mathematical logic theorem {{surname, Kanamori Japanese-language surnames ...
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Akihiro Kanamori
is a Japanese-born American mathematician. He specializes in set theory and is the author of the monograph on large cardinal property, large cardinals, ''The Higher Infinite''. He has written several essays on the history of mathematics, especially set theory. Kanamori graduated from California Institute of Technology and earned a Ph.D. from the University of Cambridge (King's College, Cambridge, King's College). He is a professor of mathematics at Boston University. With Matthew Foreman he is the editor of the ''Handbook of Set Theory'' (2010). Selected publications * A. Kanamori, Menachem Magidor, M. MagidorThe evolution of large cardinal axioms in set theory in: ''Higher set theory'' (Proc. Conf., Math. Forschungsinst., Oberwolfach, 1977), Lecture Notes in Mathematics, 669, Springer, 99–275. * Robert Solovay, R. M. Solovay, W. N. Reinhardt, A. KanamoriStrong axioms of infinity and elementary embeddings ''Annals of Mathematical Logic'', 13(1978), 73–116. * A. Kan ...
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Hiroo Kanamori
is a Japanese seismologist who has made fundamental contributions to understanding the physics of earthquakes and the tectonic processes that cause them. Career Kanamori and American seismologist Thomas C. Hanks developed the moment magnitude scale which replaced the Richter magnitude scale as a measurement of the relative strength of earthquakes. Kanamori invented the method for calculating slip distribution on the fault plane by teleseismic waveform with Masayuki Kikuchi. In addition, they studied realtime seismology. In 2007 he was awarded the Kyoto Prize in Basic Sciences. Kanamori developed a new method of earthquake early warning detection by rapid analysis of the P-wave by a robust network. The algorithm is currently being tested with the Southern California Seismic Network "ShakeAlert" Earthquake Early Warning (EEW) system, and is one of three algorithms that is used by the system. Honours *1993 Arthur L. Day Prize and Lectureship *1994 Asahi Prize *1996 Walter ...
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Mayu Kanamori
is an artist working mostly in photography, documentary photography, and still photography video art, often using photographic projection and story telling with emphasis on performance using interviews and narration. Kanamori's earlier works deal with themes relating to subculture and minority groups, especially within Japan and Australia. Her later works deal with Australian and Japanese cross cultural and migrational issues, and her more recent works further these concerns by her attempt to spiritual connections with people and landscapes of both Australia and Japan. Photography In 1996 at Japan Foundation Sydney Gallery, Kanamori first exhibited her series of documentary photographs of Japanese subcultures, Unseen Faces of Japan: photographs taken during her previous thee years in Japan, whilst working for Australian publications, The Sydney Morning Herald, The Age and The Good Weekend (Sydney Morning Herald). Whilst working as a freelance photographer and writer based in S ...
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Kanamori Nagachika
was a Japanese samurai who lived from the Sengoku period into the early Edo period. He was the first ruler of the Kanamori clan and served as a retainer of the Oda, Toyotomi, and Tokugawa clans. Later in his life, he also became a ''daimyō''. Biography Nagachika first served the Saitō clan of Mino Province; however, after their Demise at Battle of Inabayama 1567, he became a retainer of Oda Nobunaga. In 1575, at Battle of Nagashino, he and Sakai Tadatsugu ambush Takeda troops and killed Takeda Nobuzane, a younger brother of Shingen. Later, he took part to suppress the Echizen Ikkō-ikki, and was granted Ōno Castle by Nobunaga. In 1582, on Honnoji Incident, Nagachika’s eldest son and heir, Kanamori Naganori, died along with Oda Nobutada in fighting at the Nijō Castle. Following Nobunaga's death, in 1583, at Battle of Shizugatake, Nagachika at first sided with Shibata Katsuie. But after Maeda Toshiie switched sides to Hideyoshi’s, Nagachika followed in kind an ...
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Tokujiro Kanamori
was a Japanese politician. He was a major figure in the implementation of the postwar Japanese Constitution. Kanamori was born in 1886 in Aichi Prefecture. He graduated from Tokyo University in 1912 with a degree in Law, and started work for the Ministry of Finance. In 1924, he was appointed as Director of the new Cabinet Legislation Bureau (the first person to hold this post) and he subsequently became Director-General of the Bureau a decade later. He was, however, pressured into resigning only two years later, due to sympathies with the controversial "Emperor Organ" theory proposed by Tatsukichi Minobe. Nevertheless, he remained a respected constitutional scholar, who had published several books on the Meiji Constitution. He was consulted on the wording of the new constitution by Toshio Irie. His election to the House of Peers in 1946 marked the start of his return to politics. He was elected as Minister of State in the first cabinet of Shigeru Yoshida, and in this capacity ar ...
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Tomoya Kanamori
is a former Japanese football player. Playing career Kanamori was born in Ise on April 2, 1982. After graduating from high school, he joined J2 League club Oita Trinita in 2001. However he could not play at all in the match until 2002. Trinita won the champions in 2002 season and was promoted to J1 League from 2003. On April 23, he debuted as substitute defender against Kyoto Purple Sanga in 2003 J.League Cup. However he could only play this match. In October 2003, he moved to Regional Leagues club Okinawa Kariyushi FC on loan. In 2004, he returned to Trinita. However he could only play 2 matches in J.League Cup. In October 2004, he moved to Japan Football League club Ehime FC is a professional football club based in Matsuyama, the capital city of Ehime Prefecture of Japan. After winning the JFL championship in 2005, the club now plays in . History The club was founded in 1970 as Matsuyama Soccer Club and rename .... He became a regular player as center back soon. Ehi ...
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Kanamori Clan
was a Japanese samurai who lived from the Sengoku period into the early Edo period. He was the first ruler of the Kanamori clan and served as a retainer of the Oda, Toyotomi, and Tokugawa clans. Later in his life, he also became a ''daimyō''. Biography Nagachika first served the Saitō clan of Mino Province; however, after their Demise at Battle of Inabayama 1567, he became a retainer of Oda Nobunaga. In 1575, at Battle of Nagashino, he and Sakai Tadatsugu ambush Takeda troops and killed Takeda Nobuzane, a younger brother of Shingen. Later, he took part to suppress the Echizen Ikkō-ikki, and was granted Ōno Castle by Nobunaga. In 1582, on Honnoji Incident, Nagachika’s eldest son and heir, Kanamori Naganori, died along with Oda Nobutada in fighting at the Nijō Castle. Following Nobunaga's death, in 1583, at Battle of Shizugatake, Nagachika at first sided with Shibata Katsuie. But after Maeda Toshiie switched sides to Hideyoshi’s, Nagachika followed in kind an ...
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Kanamori–McAloon Theorem
In mathematical logic, the Kanamori–McAloon theorem, due to , gives an example of an incompleteness in Peano arithmetic, similar to that of the Paris–Harrington theorem. They showed that a certain finitistic theorem in Ramsey theory is not provable in Peano arithmetic (PA). Statement Given a set s\subseteq\mathbb of non-negative integers, let min(s) denote the minimum element of s. Let n denote the set of all ''n''-element subsets of X. A function f: n\rightarrow\mathbb where X\subseteq\mathbb is said to be ''regressive'' if f(s) for all s not containing 0. The Kanamori–McAloon theorem states that the following proposition, denoted by (*) in the original reference, is not provable in PA: :For every n,k\in\mathbb, there exists an m\in\mathbb such that for all regressive f: n\rightarrow\mathbb, there exists a set H\in
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