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Turan Tovuz IK is an Azerbaijani football club based in Tovuz. The club won the Azerbaijan championship once, in 1994–1995.
Turan Bayramov is an Azerbaijani freestyle wrestler who competes at 70 kilograms.a and 74 kilograms. Bayramov claimed a silver medal from the 2021 European Championships (70kg), was the 2019 U23 World Champion and the 2018 Cadet World and Youth Olympic Champion, as well as a medalist at multiple high level age-group competitions.
Astana Women's Team is a professional women's cycling team based in Kazakhstan, which is scheduled to compete in elite road bicycle racing events such as the UCI Women's Road World Cup in 2015.
Astana Pro Team is a professional road bicycle racing team sponsored by the Samruk-Kazyna, a coalition of state-owned companies from Kazakhstan and named after its capital city Astana (which has since been renamed 'Nur-Sultan'). Astana attained UCI ProTeam status in its inaugural year, 2007.
ONCE cycling team, also known as Liberty Seguros, Liberty Seguros–Würth and in succession in its final year, Astana–Würth and Astana was a Spanish cycling team. It competed in the UCI ProTour circuit.
Tigers Astana Basketball Club or more commonly Astana Tigers (Kazakh: Astana Zholbarystary) is a Kazakh basketball club based in Nur-Sultan, Kazakhstan. Founded in 2000, the club competed in the Kazakhstan Basketball Championship where it won six consecutive titles from 2004 to 2010, also adding four Kazakhstan Basketball Cup titles.
Astana City is a professional road bicycle racing team sponsored by the Samruk-Kazyna, a coalition of state-owned companies from Kazakhstan and named after its capital city Astana.
The Turán graph, denoted by T {\displaystyle T(n,r)} , is a complete multipartite graph; it is formed by partitioning a set of n {\displaystyle n} vertices into r {\displaystyle r} subsets, with sizes as equal as possible, and then connecting two vertices by an edge if and only if they belong to different subsets. Where q {\displaystyle q} and s {\displaystyle s} are the quotient and remainder of dividing n {\displaystyle n} by r {\displaystyle r} (so n = q r + s {\displaystyle n=qr+s} ), the graph is of the form K q + 1 , q + 1 , … , q , q {\displaystyle K_{q+1,q+1,\ldots ,q,q}} , and the number of edges is ( 1 − 1 r ) n 2 − s 2 2 + ( s 2 ) {\displaystyle \left(1-{\frac {1}{r}}\right){\frac {n^{2}-s^{2}}{2}}+{s \choose 2}} .The graph has s {\displaystyle s} subsets of size q + 1 {\displaystyle q+1} , and r − s {\displaystyle r-s} subsets of size q {\displaystyle q} ; each vertex has degree n − q − 1 {\displaystyle n-q-1} or n − q {\displaystyle n-q} .
In graph theory, Turán's theorem bounds the number of edges that can be included in an undirected graph that does not have a complete subgraph of a given size. It is one of the central results of extremal graph theory, an area studying the largest or smallest graphs with given properties, and is a special case of the forbidden subgraph problem on the maximum number of edges in a graph that does not have a given subgraph.
The Turan Depression, Turan Lowland or Turanian Basin is a low-lying desert basin region stretching from southern Turkmenistan through Uzbekistan to Kazakhstan.
Turan is a town and the administrative center of Piy-Khemsky District in the Tuva Republic, Russia, located 70 kilometers (43 mi) northwest of Kyzyl, the capital of the republic. As of the 2010 Census, its population was 4,981.
Turan Dursun was a Turkish author and atheist who was a critic of Islam. A former Muslim cleric and scholar of Shia Islam, he became an atheist during his study of the history of monotheistic religions.
Shams ad-Din Turanshah ibn Ayyub al-Malik al-Mu'azzam Shams ad-Dawla Fakhr ad-Din known simply as Turanshah (died 27 June 1180) was the Kurdish Ayyubid emir (prince) of Yemen (1174–1176), Damascus (1176–1179), Baalbek (1178–1179) and finally Alexandria where he died in 1180. He is noted for strengthening the position of his younger brother, Sultan Saladin, in Egypt and playing the leading role in the Ayyubid conquests of both Nubia and Yemen.