Pi (surname)
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Pi (surname)
Pi is the Mandarin pinyin romanization of the Chinese surname written in Chinese character. It is romanized P'i in Wade–Giles, and Pei in Cantonese. Pi is listed 85th in the Song dynasty classic text ''Hundred Family Surnames''. According to a 2008 study, it was not among the 300 most common surnames in China. However a 2013 study found that it was the 279th most common name, being shared by 229,000 people or 0.017% of the population, with the province with the most people being Hunan. The same surname is also a Korean family name (), shared by 6,578 people in South Korea in 2015. Notable people * Pi Rixiu (ca. 834–883), Tang dynasty poet * Pi Guangye (877–943), chancellor of the Wuyue Kingdom * Pi Xirui ( 皮錫瑞; 1850–1908), Qing dynasty Confucianist * Pi Zongshi (1887–1967), President of Hunan University * Ignatius Pi Shushi (1897–1978), archbishop of the Roman Catholic Archdiocese of Shenyang * Pi Dingjun ( 皮定钧; 1914–1976), PLA lieutenant genera ...
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Old Chinese
Old Chinese, also called Archaic Chinese in older works, is the oldest attested stage of Chinese language, Chinese, and the ancestor of all modern varieties of Chinese. The earliest examples of Chinese are divinatory inscriptions on oracle bones from around 1250 BC, in the late Shang dynasty. Chinese bronze inscriptions, Bronze inscriptions became plentiful during the following Zhou dynasty. The latter part of the Zhou period saw a flowering of literature, including Four Books and Five Classics, classical works such as the ''Analects'', the ''Mencius (book), Mencius'', and the ''Zuo zhuan''. These works served as models for Literary Chinese (or Classical Chinese), which remained the written standard until the early twentieth century, thus preserving the vocabulary and grammar of late Old Chinese. Old Chinese was written with several early forms of Chinese characters, including Oracle bone script, Oracle Bone, Chinese bronze inscriptions, Bronze, and Seal scripts. Throughout ...
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Pi Xirui
The number (; spelled out as "pi") is a mathematical constant that is the ratio of a circle's circumference to its diameter, approximately equal to 3.14159. The number appears in many formulas across mathematics and physics. It is an irrational number, meaning that it cannot be expressed exactly as a ratio of two integers, although fractions such as \tfrac are commonly used to approximate it. Consequently, its decimal representation never ends, nor enters a permanently repeating pattern. It is a transcendental number, meaning that it cannot be a solution of an equation involving only sums, products, powers, and integers. The transcendence of implies that it is impossible to solve the ancient challenge of squaring the circle with a compass and straightedge. The decimal digits of appear to be randomly distributed, but no proof of this conjecture has been found. For thousands of years, mathematicians have attempted to extend their understanding of , sometimes by computing ...
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Badminton
Badminton is a racquet sport played using racquets to hit a shuttlecock across a net. Although it may be played with larger teams, the most common forms of the game are "singles" (with one player per side) and "doubles" (with two players per side). Badminton is often played as a casual outdoor activity in a yard or on a beach; formal games are played on a rectangular indoor court. Points are scored by striking the shuttlecock with the racquet and landing it within the opposing side's half of the court. Each side may only strike the shuttlecock once before it passes over the net. Play ends once the shuttlecock has struck the floor or if a fault has been called by the umpire, service judge, or (in their absence) the opposing side. The shuttlecock is a feathered or (in informal matches) plastic projectile which flies differently from the balls used in many other sports. In particular, the feathers create much higher drag, causing the shuttlecock to decelerate more rapidly. Sh ...
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Pi Hongyan
Pi Hongyan (; born 25 January 1979) is a former Chinese badminton player, who later represented France. Career Pi Hongyan is one of a number of talented Chinese-born badminton players who have emigrated from China, in part, because of the intense competition to gain positions on its national team, and because of the elite status within the sport that such a player is likely to hold in other badminton playing countries. Her titles include women's singles at the U.S. (1999), German (2001, 2002), Bitburger (2001, 2002), Portugal (2001, 2003), Swiss (2001, 2005), Croatian (2003), French (2003, 2004, 2005), Dutch (2004), Denmark (2005), Singapore (2006) and India (2009) Opens. At the biennial European Championships she was a silver medalist in 2004 and a bronze medalist in 2008 and 2010. She was runner-up to China's Xie Xingfang at the prestigious All-England Championships in 2007. Pi has been at least a quarter-finalist in each of the last six consecutive BWF World Championship ...
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People's Liberation Army
The People's Liberation Army (PLA) is the principal military force of the People's Republic of China and the armed wing of the Chinese Communist Party (CCP). The PLA consists of five service branches: the Ground Force, Navy, Air Force, Rocket Force, and Strategic Support Force. It is under the leadership of the Central Military Commission (CMC) with its chairman as commander-in-chief. The PLA can trace its origins during the Republican Era to the left-wing units of the National Revolutionary Army (NRA) of the Kuomintang (KMT) when they broke away on 1 August 1927 in an uprising against the nationalist government as the Chinese Red Army before being reintegrated into the NRA as units of New Fourth Army and Eighth Route Army during the Second Sino-Japanese War. The two NRA communist units were reconstituted into the PLA on 10 October 1947. Today, the majority of military units around the country are assigned to one of five theater commands by geographical location. ...
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Pi Dingjun
The number (; spelled out as "pi") is a mathematical constant that is the ratio of a circle's circumference to its diameter, approximately equal to 3.14159. The number appears in many formulas across mathematics and physics. It is an irrational number, meaning that it cannot be expressed exactly as a ratio of two integers, although fractions such as \tfrac are commonly used to approximate it. Consequently, its decimal representation never ends, nor enters a permanently repeating pattern. It is a transcendental number, meaning that it cannot be a solution of an equation involving only sums, products, powers, and integers. The transcendence of implies that it is impossible to solve the ancient challenge of squaring the circle with a compass and straightedge. The decimal digits of appear to be randomly distributed, but no proof of this conjecture has been found. For thousands of years, mathematicians have attempted to extend their understanding of , sometimes by computing ...
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Roman Catholic Archdiocese Of Shenyang
The Roman Catholic Archdiocese of Shenyang ( la, Fomtienen(sis), ) is a Latin Metropolitan archdiocese in northeastern PR China. Its cathedral episcopal see is a Cathedral of the Sacred Heart of Jesus, in the city of Shenyang, capital of Liaoning Province. History * Established in 1838 as Apostolic Vicariate of Liaotung 遼東 alias of Manchuria and Mongolia 滿蒙獨立, on territory split off from the then Roman Catholic Diocese of Beijing 北京 * August 20, 1840: Renamed as Apostolic Vicariate of (Liaotung and) Manchuria 遼東滿州, having lost territory to establish the Apostolic Vicariate of Mongolia 蒙古) * May 10, 1898: Renamed as Apostolic Vicariate of Southern Manchuria 南滿, having lost territory to establish the Apostolic Vicariate of Northern Manchuria 北滿) * December 3, 1924: Renamed as Apostolic Vicariate of Shenyang 瀋陽 alias Fengtian 奉天 alias Moukden * Lost territory on 1929-08-02 to establish the Apostolic Prefecture of Szepingkai 四平街 ...
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Ignatius Pi Shushi
Ignatius Pi Shushi (; 1 February 1897 - 16 May 1978) was a Chinese Roman Catholic Bishop of Roman Catholic Diocese of Liaoning, China. He was one of the founding fathers and the first president of the Catholic Patriotic Association, the top CCP-supported Catholic institution in China. He was a member of the 3rd and 4th National Committee of the Chinese People's Political Consultative Conference. Biography Pi was born Pi Jinxu () in Shaling Village of Liaoyang County, Fengtian Province, on February 1, 1897, to a Catholic family. He was being christened in 1906. From 1909 to 1927 he studied theology at Shenyang Monastery. He was ordained a priest in 1927. He became a priest of Dalian Catholic Church in 1942. On July 26, 1949 he was appointed archbishop of the Roman Catholic Archdiocese of Shenyang by Pope Pius XII, becoming the fourth Chinese archbishop from China, after Thomas Tien Ken-sin, Paul Yü Pin, and Joseph Zhou Jishi. On October 11 of that same year, he was ordained ...
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President Of Hunan University
The president of Hunan University is the highest academic official of Hunan University. The president is the chief executive, appointed by the Ministry of Education of the People's Republic of China (MOE). The university's current president is Zhao Yueyu, formerly Dean of the Graduate School of Hunan University. Presidents of Hunan University Communist Party secretaries of Hunan University References External links * * {{DEFAULTSORT:President of Hunan University Hunan University Hunan University (HNU; ; pinyin: Húnán Dàxué''),'' colloquially abbreviated as HúDà (湖大), is a national key public research university located in Changsha, Hunan, and a Double First Class University as well as a member of Project 211 ...
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Pi Zongshi
Pi Zongshi (; 23 August 1887 – 1967) was a Chinese educator and politician who served as president of Hunan University from July 1936 to September 1940. Biography Pi was born into a family of farming background in Changsha, Hunan. In 1903 he went to study in Japan, and graduated from the University of Tokyo. He joined the Tongmenghui in 1905 while he studied at Tokyo. He returned to China in 1902 and that year he established the ''Republic of China Daily'' with Zhou Gengsheng, Yang Duanliu, and Ren Kainan. The Beiyang government closed down the newspaper when its articles against Yuan Shikai's restoration of monarchy. In 1916, he studied at the University of London, where he majored in economics. He returned to China in 1920, that same year, he was recruited by Cai Yuanpei as a professor at Peking University Law School and president of Peking University Library. He served as dean of Wuhan University's School of Social Sciences from April 1928 to April 1933 and the univer ...
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Confucianist
Confucianism, also known as Ruism or Ru classicism, is a system of thought and behavior originating in ancient China. Variously described as tradition, a philosophy, a religion, a humanistic or rationalistic religion, a way of governing, or a way of life, Confucianism developed from what was later called the Hundred Schools of Thought from the teachings of the Chinese philosopher Confucius (551–479 BCE). Confucius considered himself a transmitter of cultural values inherited from the Xia (c. 2070–1600 BCE), Shang (c. 1600–1046 BCE) and Western Zhou dynasties (c. 1046–771 BCE). Confucianism was suppressed during the Legalist and autocratic Qin dynasty (221–206 BCE), but survived. During the Han dynasty (206 BCE–220 CE), Confucian approaches edged out the "proto-Taoist" Huang–Lao as the official ideology, while the emperors mixed both with the realist techniques of Legalism. A Confucian revival began during the Tang dynasty (618–907 CE). In the late Tang, Co ...
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