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Roland Sprague
Roland Percival Sprague (11 July 1894, Unterliederbach – 1 August 1967) was a German mathematician, known for the Sprague–Grundy theorem and for being the first mathematician to find a perfect squared square. Biography With two mathematicians, Thomas Bond Sprague and Hermann Amandus Schwarz, as grandfathers, Roland Sprague was also a great-grandson of the mathematician Ernst Eduard Kummer and a great-grandson of the musical instrument maker Nathan Mendelssohn (1781–1852). After graduation (Abitur) in 1912 from the Bismarck-Gymnasium in Berlin-Wilmersdorf, Sprague studied from 1912 to 1919 in Berlin and Göttingen with an interruption by military service from 1915 to 1918. In 1921 in Berlin he passed the state test for teaching in mathematics, chemistry, and physics. He was Studienassessor (probationary teacher at a secondary school) from 1922 at the Paulsen-Realgymnasium in Berlin-Steglitz and from 1924 at the Schiller-Gymnasium (temporarily named "Clausewitz-Schule") i ...
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Unterliederbach
Unterliederbach is a quarter of Frankfurt am Main, Germany. It is part of the ''Ortsbezirk A ''Stadtbezirk'' (also called ''Ortsbezirk'' in Hesse and Rhineland-Palatinate) is an administrative division in Germany, which is part of a larger city. It is translated as " borough". In Germany, ''Stadtbezirke'' usually only exist in a m ... West'' and is subdivided into the ''Stadtbezirke'' Unterliederbach-Ost, Unterliederbach-Mitte and Unterliederbach-West. References Districts of Frankfurt {{Hesse-geo-stub ...
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Studienrat
Studienrat (abbreviated StR) is an official title/rank of higher teachers in the German and Austrian education system. Even though the German and Austrian education systems use the same term, there are differences in the level and usage of this rank. Austria In Austria, ' is an honorary title awarded to people in the field of education. Germany In the German education system, ' is an official title and rank for tenured higher teachers at secondary schools ( Gymnasium), tenured higher scientific teachers at vocational schools, technical colleges and further education colleges (', ', ') teaching at least till Bachelor's level and for Senior lecturers and Assistant professors at universities. Higher scientific teachers at Germany must hold facultas docendis in at least two different subjects. Form of address In Germany, a holder of the title/rank ' (StR) is typically addressed by his title/rank followed by his other degrees in the same way as a holder of the title/rank of professor ...
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Game Theorists
A game is a structured form of play, usually undertaken for entertainment or fun, and sometimes used as an educational tool. Many games are also considered to be work (such as professional players of spectator sports or games) or art (such as jigsaw puzzles or games involving an artistic layout such as Mahjong, solitaire, or some video games). Games are sometimes played purely for enjoyment, sometimes for achievement or reward as well. They can be played alone, in teams, or online; by amateurs or by professionals. The players may have an audience of non-players, such as when people are entertained by watching a chess championship. On the other hand, players in a game may constitute their own audience as they take their turn to play. Often, part of the entertainment for children playing a game is deciding who is part of their audience and who is a player. A toy and a game are not the same. Toys generally allow for unrestricted play whereas games come with present rules. ...
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Free University Of Berlin Alumni
Free may refer to: Concept * Freedom, having the ability to do something, without having to obey anyone/anything * Freethought, a position that beliefs should be formed only on the basis of logic, reason, and empiricism * Emancipate, to procure political rights, as for a disenfranchised group * Free will, control exercised by rational agents over their actions and decisions * Free of charge, also known as gratis. See Gratis vs libre. Computing * Free (programming), a function that releases dynamically allocated memory for reuse * Free format, a file format which can be used without restrictions * Free software, software usable and distributable with few restrictions and no payment * Freeware, a broader class of software available at no cost Mathematics * Free object ** Free abelian group ** Free algebra ** Free group ** Free module ** Free semigroup * Free variable People * Free (surname) * Free (rapper) (born 1968), or Free Marie, American rapper and media perso ...
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Jörg Bewersdorff
Jörg Bewersdorff (born 1 February 1958 in Neuwied) is a German mathematician who is working as mathematics writer and game designer. Life and work After obtaining his ''Abitur'' from the Werner-Heisenberg-Gymnasium in Neuwied Bewersdorff studied mathematics from 1975 to 1982 at the University of Bonn. In 1982 he submitted his diploma in mathematics in Bonn and in 1985 he received his doctorate there under the supervision of Günter Harder (''A Lefschetz fixed point formula for Hecke operators''). In 1985 Bewersdorff started a career as game designer. Since 1998 he is general manager of subsidiaries of the Gauselmann AG. Bewersdorff is author of four textbooks dealing with probability theory, mathematics of gambling, game theory, combinatorial game theory, Galois theory, mathematical statistics, JavaScript and object-oriented programming Object-oriented programming (OOP) is a programming paradigm based on the concept of " objects", which can contain data and code. The da ...
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Emanuel Lasker
Emanuel Lasker (; December 24, 1868 – January 11, 1941) was a German chess player, mathematician, and philosopher who was World Chess Champion for 27 years, from 1894 to 1921, the longest reign of any officially recognised World Chess Champion in history. In his prime, Lasker was one of the most dominant champions, and he is still generally regarded as one of the strongest players in history. His contemporaries used to say that Lasker used a "psychological" approach to the game, and even that he sometimes deliberately played inferior moves to confuse opponents. Recent analysis, however, indicates that he was ahead of his time and used a more flexible approach than his contemporaries, which mystified many of them. Lasker knew contemporary analyses of openings well but disagreed with many of them. He published chess magazines and five chess books, but later players and commentators found it difficult to draw lessons from his methods. Lasker made contributions to the developm ...
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Patrick Michael Grundy
Patrick Michael Grundy (16 November 1917, Yarmouth, Isle of Wight – 4 November 1959) was an English mathematician and statistician. He was one of the eponymous co-discoverers of the Sprague–Grundy function and its application to the analysis of a wide class of combinatorial games. Biography Grundy received his secondary education from Malvern College, to which he had obtained a Major Scholarship in 1931, and from which he graduated in 1935. While there, he demonstrated his aptitude for mathematics by winning three prizes in that subject. After leaving school he entered Clare College, Cambridge, on a Foundation Scholarship, where he read for the Mathematical Tripos from 1936 to 1939, earning first class honours in Part II and a distinction in Part III. The work for which he is best known appeared in his first paper, ''Mathematics and Games'', first published in the Cambridge University Mathematical Society's magazine, '' Eureka'' in 1939, and reprinted by the same m ...
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Combinatorial Game Theory
Combinatorial game theory is a branch of mathematics and theoretical computer science that typically studies sequential games with perfect information. Study has been largely confined to two-player games that have a ''position'' that the players take turns changing in defined ways or ''moves'' to achieve a defined winning condition. Combinatorial game theory has not traditionally studied games of chance or those that use imperfect or incomplete information, favoring games that offer perfect information in which the state of the game and the set of available moves is always known by both players. However, as mathematical techniques advance, the types of game that can be mathematically analyzed expands, thus the boundaries of the field are ever changing. Scholars will generally define what they mean by a "game" at the beginning of a paper, and these definitions often vary as they are specific to the game being analyzed and are not meant to represent the entire scope of the field. ...
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Recreational Mathematics
Recreational mathematics is mathematics carried out for recreation (entertainment) rather than as a strictly research and application-based professional activity or as a part of a student's formal education. Although it is not necessarily limited to being an endeavor for amateurs, many topics in this field require no knowledge of advanced mathematics. Recreational mathematics involves mathematical puzzles and games, often appealing to children and untrained adults, inspiring their further study of the subject. The Mathematical Association of America (MAA) includes recreational mathematics as one of its seventeen Special Interest Groups, commenting: Mathematical competitions (such as those sponsored by mathematical associations) are also categorized under recreational mathematics. Topics Some of the more well-known topics in recreational mathematics are Rubik's Cubes, magic squares, fractals, logic puzzles and mathematical chess problems, but this area of mathematics in ...
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Docent
The title of docent is conferred by some European universities to denote a specific academic appointment within a set structure of academic ranks at or below the full professor rank, similar to a British readership, a French " ''maître de conférences''" (MCF), and equal to or above the title of "associate professor". Docent is also used at some (mainly German) universities generically for a person who has the right to teach. The term is derived from the Latin word ''docēns'', which is the present active participle of ''docēre'' (to teach, to lecture). Becoming a docent is often referred to as Habilitation or doctor of science and is an academic qualification that shows that the holder is qualified to be employed at the level of associate or full professor. Docent is the highest academic title in several countries, and the qualifying criteria are research output that corresponds to 3-5 doctoral dissertations, supervision of PhD students, and experience in teaching at the u ...
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Freie Universität Berlin
The Free University of Berlin (, often abbreviated as FU Berlin or simply FU) is a public research university in Berlin, Germany. It is consistently ranked among Germany's best universities, with particular strengths in political science and the humanities. It is recognised as a leading university in international university rankings. The Free University of Berlin was founded in West Berlin in 1948 with American support during the early Cold War period as a Western continuation of the Friedrich Wilhelm University, or the University of Berlin, whose traditions and faculty members it retained. The Friedrich Wilhelm University (which was renamed the Humboldt University), being in East Berlin, faced strong communist repression; the Free University's name referred to West Berlin's status as part of the Western Free World, in contrast to communist-controlled East Berlin. In 2008, as part of a joint effort, the Free University of Berlin, along with the Hertie School of Governan ...
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