Hungarian Mathematics
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Hungarian Mathematics
Hungarian mathematics refers to the mathematical tradition and achievements associated with Hungary, particularly during its golden age in the early 20th century. Hungary has produced a disproportionately large number of influential mathematicians relative to its population size, leading to what has been called the ''Hungarian phenomenon'' in mathematics.Hersh, R., & John-Steiner, V. (1993). "A Visit to Hungarian Mathematics". The Mathematical Intelligencer, 15(2), 13-26. History Early history Hungarian mathematics began its rise to prominence in the early 1800s with János Bolyai, one of the creators of non-Euclidean geometry, and his father Farkas Bolyai. Though they were largely ignored during their lifetimes, János Bolyai's groundbreaking work on hyperbolic geometry would later be recognized as foundational to modern mathematics. Farkas Bolyai had studied at University of Göttingen, Göttingen from 1796 to 1799, where he formed a lasting friendship with Carl Friedrich Gaus ...
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Hungary
Hungary is a landlocked country in Central Europe. Spanning much of the Pannonian Basin, Carpathian Basin, it is bordered by Slovakia to the north, Ukraine to the northeast, Romania to the east and southeast, Serbia to the south, Croatia and Slovenia to the southwest, and Austria to the west. Hungary lies within the drainage basin of the Danube, Danube River and is dominated by great lowland plains. It has a population of 9.6 million, consisting mostly of ethnic Hungarians, Hungarians (Magyars) and a significant Romani people in Hungary, Romani minority. Hungarian language, Hungarian is the Languages of Hungary, official language, and among Languages of Europe, the few in Europe outside the Indo-European languages, Indo-European family. Budapest is the country's capital and List of cities and towns of Hungary, largest city, and the dominant cultural and economic centre. Prior to the foundation of the Hungarian state, various peoples settled in the territory of present-day Hun ...
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