Kharkiv Mathematical School
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Kharkiv Mathematical School
The Kharkiv Mathematical Society (, ) is an association of professional mathematicians in Kharkiv aimed at advancement of mathematics, mathematical research and education, popularizing achievements of mathematics. The structure of the Society includes mathematicians of Verkin Institute for Low Temperature Physics and Engineering, National University of Kharkiv, V. N. Karazin Kharkiv National University and other higher educational institutions of Kharkiv. History and members of the Kharkiv Mathematical Society Kharkov Mathematical Society was established in 1879 at Kharkov University by the initiative of Vasilii Imshenetskii, who also later founded the St. Petersburg Mathematical Society. According to the statute of the society, "the aim of the Kharkov Mathematical Society was to support the development of mathematical science and education". From 1885 to 1902 in Kharkov lived and worked an outstanding Russian mathematician, Aleksandr Lyapunov: during this period, Lyapunov's a ...
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Ukraine
Ukraine is a country in Eastern Europe. It is the List of European countries by area, second-largest country in Europe after Russia, which Russia–Ukraine border, borders it to the east and northeast. Ukraine also borders Belarus to the north; Poland and Slovakia to the west; Hungary, Romania and Moldova to the southwest; and the Black Sea and the Sea of Azov to the south and southeast. Kyiv is the nation's capital and List of cities in Ukraine, largest city, followed by Kharkiv, Odesa, and Dnipro. Ukraine's official language is Ukrainian language, Ukrainian. Humans have inhabited Ukraine since 32,000 BC. During the Middle Ages, it was the site of early Slavs, early Slavic expansion and later became a key centre of East Slavs, East Slavic culture under the state of Kievan Rus', which emerged in the 9th century. Kievan Rus' became the largest and most powerful realm in Europe in the 10th and 11th centuries, but gradually disintegrated into rival regional powers before being d ...
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Konstantin Andreev
Konstantin Alekseevich Andreev (14 March 1848 – 29 October 1921) was a Russian mathematician, best known for his work on geometry, especially projective geometry. He was one of the founders of the Kharkov Mathematical Society. This society is one of the early mathematics societies in Russia and was founded in 1879.Андреев Константин Алексеевич
Andreev was born in Moscow in a merchant family specialized in fur trading. When he ...
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Mikhail Kadets
Mikhail Iosiphovich Kadets (, , sometimes transliterated as Kadec, 30 November 1923 – 7 March 2011) was a Soviet-born Jewish mathematician working in analysis and the theory of Banach spaces. Life and work Kadets was born in Kyiv. In 1943, he was drafted into the army. After demobilisation in 1946, he studied at Kharkov University, graduating in 1950. After several years in Makeevka he returned to Kharkov in 1957, where he spent the remainder of his life working at various institutes. He defended his PhD in 1955 (under the supervision of Boris Levin), and his doctoral dissertation in 1963. He was awarded the State Prize of Ukraine in 2005. After reading the Ukrainian translation of Banach's monograph '' Théorie des Opérations Linéaires'', he became interested in the theory of Banach spaces. In 1966, Kadets solved in the affirmative the Banach– Fréchet problem, asking whether every two separable infinite-dimensional Banach spaces are homeomorphic. He developed t ...
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Vladimir Kadets
Vladimir (, , pre-1918 orthography: ) is a masculine given name of Slavic origin, widespread throughout all Slavic nations in different forms and spellings. The earliest record of a person with the name is Vladimir of Bulgaria (). Etymology The Old East Slavic form of the name is Володимѣръ ''Volodiměr'', while the Old Church Slavonic form is ''Vladiměr''. According to Max Vasmer, the name is composed of Slavic владь ''vladĭ'' "to rule" and ''*mēri'' "great", "famous" (related to Gothic element ''mērs'', ''-mir'', cf. Theode''mir'', Vala''mir''). The modern ( pre-1918) Russian forms Владимиръ and Владиміръ are based on the Church Slavonic one, with the replacement of мѣръ by миръ or міръ resulting from a folk etymological association with миръ "peace" or міръ "world". Max Vasmer, ''Etymological Dictionary of Russian Language'' s.v. "Владимир"starling.rinet.ru
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Emmanuil Zhmud
Emanuel may refer to: * Emanuel (name), a given name and surname (see there for a list of people with this name) * Emanuel School, Australia, Sydney, Australia * Emanuel School, Battersea, London, England * Emanuel (band), a five-piece rock band from Louisville, Kentucky, United States * Emanuel County, Georgia * ''Emanuel'' (film), a 2019 documentary film about the Charleston church shooting See also * Emmanuel (other) * Emanu-El (other) * Emmanuelle (other) * Immanuel (other) * Emmanouil (Εμμανουήλ), the modern Greek form of the name * Manuel (other) Manuel may refer to: People * Manuel (name), a given name and surname * Manuel (''Fawlty Towers''), a fictional character from the sitcom ''Fawlty Towers'' * Manuel I Komnenos, emperor of the Byzantine Empire * Manuel I of Portugal, king of Po ...
{{disambiguation, geo, school ...
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Alexandre Eremenko
Alexandre Emanuilovych Eremenko (born 1954) is a Ukrainian-American mathematician who works in the fields of complex analysis and dynamical systems. Academic career Eremenko was born into a medical family in Kharkiv, Ukraine. His father was a pathophysiologist, professor and head of the Department of pathophysiology at Ternopil National Medical University. His mother was an ophthalmologist. He obtained his master's degree from Lviv University in 1976 and worked in the Institute of Low temperature physics and Engineering in Kharkiv until 1990. He received his PhD from Rostov State University in 1979 ''(Asymptotic Properties of Meromorphic and Subharmonic Functions),'' and is currently a distinguished professor at Purdue University. In complex dynamics, Eremenko explored escaping sets at the iteration of entire, transcendent functions and conjectured that the connected components of this escaping set are unbounded ''(Eremenko's conjecture).'' The conjecture is still open, a ...
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Gershon Drinfeld
According to the Torah, Gershon ( ''Gērǝšôn'') was the eldest of the sons of Levi, and the patriarchal founder of the Gershonites, one of the four main divisions among the Levites in biblical times. The Gershonites were charged with the care of the outer tabernacle including components such as the tent and its covering, screens, doors, and hangings. Biblical scholars regard the name as being essentially the same as "Gershom" ( ''Gēršōm''), which appears to mean "a sojourner there" (גר שם), and it is Gershom rather than Gershon who is sometimes listed in the Book of Chronicles as a founder of one of the principal Levite factions. The Torah names Gershon's sons as Libni and Shimei. Textual scholars attribute the genealogy to the Book of Generations, a document originating from a religiopolitical group similar to that behind the Priestly source, and at a similar date. According to some biblical scholars, the Torah's genealogy for Levi's descendants is actually reflectin ...
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Vladimir Drinfeld
Vladimir Gershonovich Drinfeld (; born February 14, 1954), surname also romanized as Drinfel'd, is a mathematician from Ukraine, who immigrated to the United States and works at the University of Chicago. Drinfeld's work connected algebraic geometry over finite fields with number theory, especially the theory of automorphic forms, through the notions of elliptic module and the theory of the geometric Langlands correspondence. Drinfeld introduced the notion of a quantum group (independently discovered by Michio Jimbo at the same time) and made important contributions to mathematical physics, including the ADHM construction of instantons, algebraic formalism of the quantum inverse scattering method, and the Drinfeld–Sokolov reduction in the theory of solitons. He was awarded the Fields Medal in 1990. In 2016, he was elected to the National Academy of Sciences. In 2018 he received the Wolf Prize in Mathematics. In 2023 he was awarded the Shaw Prize in Mathematical Sciences. ...
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Israel Glazman
Israel, officially the State of Israel, is a country in West Asia. It Borders of Israel, shares borders with Lebanon to the north, Syria to the north-east, Jordan to the east, Egypt to the south-west, and the Mediterranean Sea to the west. Israeli-occupied territories, It occupies the Occupied Palestinian territories, Palestinian territories of the West Bank in the east and the Gaza Strip in the south-west. Israel also has a small coastline on the Red Sea at its southernmost point, and part of the Dead Sea lies along its eastern border. Status of Jerusalem, Its proclaimed capital is Jerusalem, while Tel Aviv is the country's Gush Dan, largest urban area and Economy of Israel, economic center. Israel is located in a region known as the Land of Israel, synonymous with the Palestine (region), Palestine region, the Holy Land, and Canaan. In antiquity, it was home to the Canaanite civilisation followed by the History of ancient Israel and Judah, kingdoms of Israel and Judah. Situate ...
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Dmitry Grave
Dmytro Oleksandrovych Grave (, ; 6 September 1863 – 19 December 1939) was a Ukrainian, Russian and Soviet mathematician. Naum Akhiezer, Nikolai Chebotaryov, Mikhailo Kravchuk, and Boris Delaunay were among his students. Brief history Dmitry Grave was educated at the University of St Petersburg where he studied under Chebyshev and his students Korkin, Zolotarev and Markov. Grave began research while a student, graduating with his doctorate in 1896. He had obtained his master's degree in 1889 and, in that year, began teaching at the University of St Petersburg. For his master's degree Grave studied Jacobi's methods for the three-body problem, a topic suggested by Korkin. His doctorate was on map projections, again a topic proposed by Korkin, the degree being awarded in 1896. The work, on equal area plane projections of the sphere, built on ideas of Euler, Joseph Louis Lagrange and Chebyshev. Grave became professor at Kharkiv University in 1897 (Kharkiv, Ukraine) and, fr ...
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Valentina Borok
Valentina Mikhailovna Borok (9 July 1931 – 4 February 2004) was a Ukrainian mathematician. She is mainly known for her work on partial differential equations. Life Borok was born on July 9, 1931, in Kharkiv in Ukraine (then USSR), into a Jewish family. Her father, Michail Borok, was a chemist, scientist and an expert in material science. Her mother, Bella Sigal, was a well-known economist. Because of her mothers' high position at the ministry of Economics, Valentina Borok had a privileged early childhood. However, because of the political situation, her mother voluntarily resigned in 1937, and took a lower position, presumably because she knew she couldn't possibly have been spared the repressions of the late 1930s. This possibly helped the Borok family survive World War II. Valentina Borok had a talent for math even in her high school years. So in 1949, with the advice of her high school teachers Borok started to study Mathematics at Kyiv State University. There she met Ya ...
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Alexander Borisenko
Alexander () is a male name of Greek origin. The most prominent bearer of the name is Alexander the Great, the king of the Ancient Greek kingdom of Macedonia who created one of the largest empires in ancient history. Variants listed here are Aleksandar, Aleksander, Oleksandr, Oleksander, Aleksandr, and Alekzandr. Related names and diminutives include Iskandar, Alec, Alek, Alex, Alexsander, Alexandre, Aleks, Aleksa, Aleksandre, Alejandro, Alessandro, Alasdair, Sasha, Sandy, Sandro, Sikandar, Skander, Sander and Xander; feminine forms include Alexandra, Alexandria, and Sasha. Etymology The name ''Alexander'' originates from the (; 'defending men' or 'protector of men'). It is a compound of the verb (; 'to ward off, avert, defend') and the noun (, genitive: , ; meaning 'man'). The earliest attested form of the name, is the Mycenaean Greek feminine anthroponym , , (/Alexandra/), written in the Linear B syllabic script. Alaksandu, alternatively called ''Alakasandu'' or ...
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