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Shimura Koji
Shimura (written: 志村 or 紫村) is a Japanese surname. Notable people with the surname include: *, Japanese mathematician **Shimura correspondence ** Eichler–Shimura congruence relation ** Shimura variety *, Japanese hurdler *, Japanese comedian and actor *, Japanese footballer *, Japanese footballer *, Japanese footballer *, Japanese manga artist *, Japanese actor *, Japanese cyclist *, Japanese voice actress Fictional characters *Inspector Shimura, a character in ''Judge Dredd Megazine'' *Rei Shimura, a character in a series of mystery novels by Sujata Massey *, a character in the manga series '' Gintama'' *Danzo Shimura, a character in Naruto *Nana Shimura, a character in My Hero Academia *Lord Shimura, a character in video game Ghost of Tsushima ''Ghost of Tsushima'' is a 2020 action-adventure game developed by Sucker Punch Productions and published by Sony Interactive Entertainment. The player controls Jin Sakai, samurai on a quest to protect Tsushima Island duri ...
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Goro Shimura
was a Japanese mathematician and Michael Henry Strater Professor Emeritus of Mathematics at Princeton University who worked in number theory, automorphic forms, and arithmetic geometry. He was known for developing the theory of complex multiplication of abelian varieties and Shimura varieties, as well as posing the Taniyama–Shimura conjecture which ultimately led to the proof of Fermat's Last Theorem. Biography Gorō Shimura was born in Hamamatsu, Japan, on 23 February 1930. Shimura graduated with a B.A. in mathematics and a D.Sc. in mathematics from the University of Tokyo in 1952 and 1958, respectively. After graduating, Shimura became a lecturer at the University of Tokyo, then worked abroad — including ten months in Paris and a seven-month stint at Princeton's Institute for Advanced Study — before returning to Tokyo, where he married Chikako Ishiguro. He then moved from Tokyo to join the faculty of Osaka University, but growing unhappy with his funding situation, he ...
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Yumi Shimura
is a Japanese voice actress from Yamanashi Prefecture. She is employed by the talent management firm I'm Enterprise. As of June 30, 2016, she has retired from voice acting. Filmography Anime * ''Gundam Seed Destiny'' (2004 TV series), Athrun Zala (child) * ''Mahō Sensei Negima!'' (2004 TV special), Chisame Hasegawa * '' Rozen Maiden: Träumend'' (2005 TV series), Kanaria * ''Negima!'' (2005 TV series), Chisame Hasegawa, Theme Song Performance (OP5, OP8, ED4) * ''Mahō Sensei Negima! OVA Haru'' (2006 OVA), Chisame Hasegawa * ''Negima!?'' (2006 TV series), Chisame Hasegawa, Theme Song Performance (ED9) * ''Mahō Sensei Negima! OVA Natsu'' (2006 OVA), Chisame Hasegawa * '' Rozen Maiden: Ouvertüre'' (2006 TV special), Kanaria * ''Mushi-Uta'' (2007 TV series), Asami Minagawa * ''Clannad'' (2007 TV series), Female student (ep 1), Customer (ep 8), Boy (ep 19) * '' Noramimi'' (2008 TV series), Kamechobi (eps 3, 4, 10) * '' Mahō Sensei Negima! ~Shiroki Tsubasa Ala Alba~'' (2008 OV ...
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My Hero Academia
is a Japanese superhero manga series written and illustrated by Kōhei Horikoshi. It has been serialized in Shueisha's ''shōnen'' manga magazine ''Weekly Shōnen Jump'' since July 2014, with its chapters additionally collected into 36 ''tankōbon'' volumes as of October 2022. Set in a world where superpowers (called "Quirks") have become commonplace, the story follows Izuku Midoriya, a boy who was born without a Quirk but still dreams of becoming a superhero himself. He is scouted by All Might, Japan's greatest hero, who bestows his Quirk to Midoriya after recognizing his potential, and helps to enroll him in a prestigious high school for superheroes in training. The manga spawned a media franchise, having inspired numerous spin-off manga, such as '' My Hero Academia: Smash!!'', '' My Hero Academia: Vigilantes'' and '' My Hero Academia: Team-Up Missions''. The series has expanded into light novels, stage plays, and various types of merchandise and media such as a ...
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Nana Shimura
The ''My Hero Academia'' manga and anime series features a vast world with an extensive cast of characters created by Kōhei Horikoshi. The series takes place in a fictional world where more than 80% of the global population possesses some form of superpower, commonly referred to as a "Quirk". The advent of these abilities has given rise to not only pro heroes, but also the threat of villains. U.A. High School students is a top ranking hero academy and considered as a prestigious high school for hero training in Japan. It is located at the top of forested hill in Musutafu, Japan. There are four courses that the students can study in core subjects, which includes: Hero, General, Support and Management Course. Students who didn't make the cut in the Hero Course are included in the General Course. However, they can still be transferred by scoring a possible passing grade through hero instructors, after an opportunity to gain attention during the Sports Festival. As stated by th ...
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Naruto
''Naruto'' is a Japanese manga series written and illustrated by Masashi Kishimoto. It tells the story of Naruto Uzumaki, a young ninja who seeks recognition from his peers and dreams of becoming the Hokage, the leader of his village. The story is told in two parts – the first set in Naruto's pre-teen years, and the second in his teens. The series is based on two one-shot manga by Kishimoto: ''Karakuri'' (1995), which earned Kishimoto an honorable mention in Shueisha's monthly ''Hop Step Award'' the following year, and ''Naruto'' (1997). ''Naruto'' was serialized in Shueisha's magazine, ''Weekly Shōnen Jump'' from 1999 to 2014, and released in ''tankōbon'' (book) form in 72 volumes. The manga was adapted into an anime television series produced by Pierrot and Aniplex, which broadcast 220 episodes in Japan from 2002 to 2007; the English dub of the series aired on Cartoon Network and YTV from 2005 to 2009. '' Naruto: Shippuden'', a sequel to the original series, prem ...
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Danzo Shimura
The manga and anime series features an extensive cast of characters created by Masashi Kishimoto. The series takes place in a fictional universe where countries vie for power by employing ninja who can use superhuman abilities in combat. The storyline is divided into two parts, simply named Part I and Part II, with the latter taking place two-and-a-half years after the conclusion of Part I. It is followed by the sequel series '' Boruto: Naruto Next Generations'' by Ukyō Kodachi, which continues where the epilogue of the first series left off. The series' storyline follows the adventures of a group of young ninja from the village of Konohagakure (Village Hidden in the Leaf). The eponymous character of the first series is Naruto Uzumaki, an energetic ninja who wishes to become Hokage, the leader of Konohagakure and holds a monster called the Nine Tails in his body. During the early part of the series, Naruto is assigned to Team 7, in which he meets his rival Sasuke Uchiha, ...
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Gintama
is a Japanese manga series written and illustrated by Hideaki Sorachi. It was serialized in Shueisha's ''shōnen'' manga magazine ''Weekly Shōnen Jump'' from December 2003 to September 2018, later in ''Jump Giga'' from December 2018 to February 2019, and finished on the ''Gin Tama'' app, where it ran from May to June 2019. Its chapters were collected in 77 ''tankōbon'' volumes. Set in Edo, which has been conquered by aliens named Amanto, the plot follows life from the point of view of samurai Gintoki Sakata, who works as a freelancer alongside his friends Shinpachi Shimura and Kagura to pay the monthly rent. Sorachi added the science fiction setting to develop characters to his liking after his editor suggested doing a historical series. The series has been adapted into an original video animation (OVA) by Sunrise and was featured at Jump Festa 2006 Anime Tour in 2005. This was followed by a full 367-episode anime television series, which debuted in April 200 ...
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Shinpachi Shimura
The characters from the anime and manga series ''Gintama'' were created by Hideaki Sorachi. The story is set in Edo, the "Land of the Samurai", which has been invaded by aliens named Amanto, who subsequently coexist with humans. Despite the time, there are various advanced technologies and even spaceships which allow people to travel across space. Although the series' story is commonly episodic, there are also a few story arcs which are developed through various chapters. The story starts with teenager #Shinpachi Shimura, Shinpachi Shimura who is saved from a group of Amanto attacking him by the samurai Gintoki Sakata. Shinpachi is amazed with Gintoki and decides to start working with him as a freelancer in order to learn "the ways of the samurai" while he helps Gintoki in work to pay the monthly rent from where he lives. Both also meet #Kagura, Kagura, a young Amanto girl who belongs to the Yato Clan, one of the strongest Amanto races. The three of them become known as "Yorozuya ...
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Rei Shimura
Rei Shimura is a fictional amateur sleuth and antiques expert who features in a series of mystery novels written by Sujata Massey. Her character is first introduced in the novel ''The Salaryman's Wife'', in which she unravels the murder of a woman on a sight-seeing trip Character history Born in San Francisco, California, Rei Shimura was raised in the United States by her Japanese father and (Caucasian) American mother before emigrating to Tokyo Tokyo (; ja, 東京, , ), officially the Tokyo Metropolis ( ja, 東京都, label=none, ), is the capital and largest city of Japan. Formerly known as Edo, its metropolitan area () is the most populous in the world, with an estimated 37.468 .... While in Japan, she worked in a succession of jobs, ranging from columnist for the ''Gaijin Times'' to antiques dealer. Rei Shimura is described as appearing more Japanese than Caucasian, and she is often mistaken to be of full Japanese ancestry when in the United States. In Japan, she i ...
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Inspector Shimura
This is a list of characters in the British comic strip ''Judge Dredd'' appearing in '' 2000 AD'', ''Judge Dredd Megazine'' and related publications. They are listed alphabetically by surname, in categories. (Major characters have their own articles: see the navigation box at the bottom of this article.) Judges of Mega-City One Anderson See Judge Anderson. Beeny Beeny is the child of the two main characters who appeared in the first ''America'' story, America Jara and Bennett Beeny. She herself first appeared briefly in the sequel to that story, but her first main story was the third in the ''America'' trilogy, in which she took a lead role. In 2119 Beeny was enrolled as a cadet in the Academy of Law by her father just before his untimely death, and served well enough to qualify for the accelerated graduation program. In her tenth year, as with all tenth year cadets, she was required to plan and execute a criminal investigation on her own. Allowed to choose her supervisor, ...
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Yoshio Shimura
is a former Japanese cyclist. He competed in the team time trial at the 1964 Summer Olympics The , officially the and commonly known as Tokyo 1964 ( ja, 東京1964), were an international multi-sport event held from 10 to 24 October 1964 in Tokyo, Japan. Tokyo had been awarded the organization of the 1940 Summer Olympics, but this ho .... References 1940 births Living people Japanese male cyclists Olympic cyclists for Japan Cyclists at the 1964 Summer Olympics Place of birth missing (living people) {{Japan-cycling-bio-stub ...
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Shimura Correspondence
In number theory, the Shimura correspondence is a correspondence between modular forms ''F'' of half integral weight ''k''+1/2, and modular forms ''f'' of even weight 2''k'', discovered by . It has the property that the eigenvalue of a Hecke operator ''T''''n''2 on ''F'' is equal to the eigenvalue of ''T''''n'' on ''f''. Let f be a holomorphic cusp form with weight (2k+1)/2 and character \chi . For any prime number ''p'', let :\sum^\infty_\Lambda(n)n^=\prod_p(1-\omega_pp^+(\chi_p)^2p^)^\ , where \omega_p's are the eigenvalues of the Hecke operators T(p^2) determined by ''p''. Using the functional equation of L-function, Shimura showed that :F(z)=\sum^\infty_ \Lambda(n)q^n is a holomorphic modular function with weight ''2k'' and character \chi^2 . Shimura's proof uses the Rankin-Selberg convolution of f(z) with the theta series \theta_\psi(z)=\sum_^\infty \psi(n) n^\nu e^ \ () for various Dirichlet characters \psi then applies Weil's converse theorem. See also * Theta cor ...
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