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Dade Behring Holdings
Dade may refer to: * Dade (surname) * Dade City, Florida * Miami-Dade County, Florida * Dade isometry * Dade's conjecture Historical eras *Dade (1135–1139), era name used by Emperor Chongzong of Western Xia *Dade (1297–1307), era name used by Temür Khan Öljeyitü Khan ( Mongolian: Өлзийт; Mongolian script: '; zh, t=完澤篤汗), born Temür ( ; zh , t = 鐵穆耳 ; 15 October 1265 – 10 February 1307), also known by his temple name as the Emperor Chengzong of Yuan ( zh , c = 元成 ..., emperor of the Yuan dynasty See also * Dade County (other) * {{Disambiguation ...
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Dade (surname)
Dade is a surname. Notable people with the surname include: * Alexander L. Dade (1863–1927), American military officer * Eric Dade (born 1970), American soccer player and coach * Everett C. Dade, mathematician *Francis L. Dade Francis Langhorne Dade (February 22, 1792 – December 28, 1835) was a United States Army officer who served in the War of 1812 and the Seminole Wars. Dade was killed in a battle with Seminole Indians that came to be known as the " Dade Massa ... (died 1835), Major in the United States Army during the Seminole Wars * Harold Dade (1923–1962), American boxer * OMB Peezy (born as LeParis Dade in 1997), American rapper * Paul Dade (1951–2016), Major League Baseball player * Stephen Dade (1909–1975), English cinematographer {{surname, Dade ...
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Dade City, Florida
Dade City, officially the City of Dade City, is a city in, and the county seat of Pasco County, Florida, United States. It is located in the Tampa Bay Area, northeast of Tampa, Florida, Tampa and southwest of Orlando, Florida, Orlando. The population was 7,275 as of the 2020 United States census, 2020 census. The current mayor of Dade City is Scott Black. The city was named after Francis L. Dade, U.S. Army Major Francis L. Dade, who was killed—alongside most of the men he led from Fort Brooke (present-day Tampa) to Fort King (present-day Ocala)—in the Dade Battle, a pivotal event that sparked the Second Seminole War. The gently rolling hills of eastern Pasco County give way to this quintessential Southern United States, Southern small town, which is known and beloved by many for its slow-paced, "Old Florida" ambience. History An earlier community known as Fort Dade existed nearby in the 1870s and 1880s. When the railroad was constructed a few miles east of Fort Dade, loca ...
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Miami-Dade County, Florida
Miami-Dade County () is a County (United States), county located in the southeastern part of the U.S. state of Florida. The county had a population of 2,701,767 as of the 2020 United States census, 2020 census, making it the most populous county in Florida and the List of the most populous counties in the United States, seventh-most-populous county in the United States. It is Florida's third largest county in terms of land area with . The county seat is Miami, the core of the metropolitan statistical area, nation's ninth-largest and List of largest cities, world's 65th-largest metropolitan area with a 2020 population of 6.138 million people, List of U.S. states and territories by population, exceeding the population of 31 of the nation's 50 states as of 2022. As of 2022, Miami-Dade County has a gross domestic product of $184.5 billion, making the county's GDP the largest for any county in the State of Florida and the List of US counties with GDP over 50 billion US dollars, 14th ...
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Dade Isometry
In mathematical finite group theory, the Dade isometry is an isometry from class function on a subgroup ''H'' with support on a subset ''K'' of ''H'' to class functions on a group ''G'' . It was introduced by as a generalization and simplification of an isometry used by in their proof of the odd order theorem, and was used by in his revision of the character theory of the odd order theorem. Definitions Suppose that ''H'' is a subgroup of a finite group ''G'', ''K'' is an invariant subset of ''H'' such that if two elements in ''K'' are conjugate in ''G'', then they are conjugate in ''H'', and π a set of primes containing all prime divisors of the orders of elements of ''K''. The Dade lifting is a linear map ''f'' → ''f''σ from class functions ''f'' of ''H'' with support on ''K'' to class functions ''f''σ of ''G'', which is defined as follows: ''f''σ(''x'') is ''f''(''k'') if there is an element ''k'' ∈ ''K'' conjugate to the π-part of ''x'', and 0 ...
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Dade's Conjecture
In finite group theory, Dade's conjecture is a conjecture relating the numbers of characters of blocks of a finite group to the numbers of characters of blocks of local subgroup In group theory, a branch of mathematics, a subset of a group G is a subgroup of G if the members of that subset form a group with respect to the group operation in G. Formally, given a group (mathematics), group under a binary operation  ...s, introduced by Everett C. Dade. References * * * Finite groups Representation theory Conjectures {{group-theory-stub ...
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Emperor Chongzong Of Western Xia
Emperor Chongzong of Western Xia (1084–1139), born Li Qianshun (), was the fourth emperor of the Western Xia dynasty of China, ruling from 1086 to 1139. His reign began at the age of three, when his father Li Bingchang died. He remained under the regency of the Empress Dowager Zhaojian until she was poisoned in 1099 by a Liao envoy. Li's reign included further sinification and removed the power of some significant Tangut clans, which had remained a powerful political force—appointing tribal leaders as kings, forcing them under his power and influence. His reign saw incursions by the neighboring Liao and Northern Song dynasties, and a series of military defeats from 1114. He established Confucianist-led administration for several political quarters including civil and military, centralising his power. Buddhism was prevalent during his reign, and the scriptures were translated to the Tangut language. Family Consorts and issue: * Empress, of the Yelü The Yelü clan ...
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Temür Khan
Öljeyitü Khan ( Mongolian: Өлзийт; Mongolian script: '; zh, t=完澤篤汗), born Temür ( ; zh , t = 鐵穆耳 ; 15 October 1265 – 10 February 1307), also known by his temple name as the Emperor Chengzong of Yuan ( zh , c = 元成宗 , p = Yuán Chéngzōng , w = Yüan2 Ch'eng2-tsung1), was the second emperor of the Yuan dynasty of China, ruling from 10 May 1294 to 10 February 1307. Apart from being the Emperor of China, he is considered as the sixth Great Khan of the Mongol Empire, although it was only nominal due to the division of the empire. He was an able ruler of the Yuan dynasty, and his reign established the patterns of power for the next few decades. Temür was the third son of the Crown Prince Zhenjin and a grandson of the Yuan Dynasty founder Kublai Khan. During his rule, he achieved the nominal suzerainty of all Mongol states of the time. He showed respect for Confucianism, and called off invasions of Burma, Đại Việt and Japan. However, his r ...
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