Karl Sigmund
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Karl Sigmund
Karl Sigmund (born July 26, 1945) is a Professor of Mathematics at the University of Vienna and one of the pioneers of evolutionary game theory. Career Sigmund was schooled in the Lycée Francais de Vienne. From 1963 to 1968 he studied at the Institute of Mathematics at the University of Vienna, and obtained his Ph.D. under the supervision of Leopold Schmetterer. He spent his postdoctorate years (1968 to 1973) at Manchester ('68-'69), the Institut des hautes études scientifiques in Bures-sur-Yvette near Paris ('69-'70), the Hebrew University in Jerusalem (1970-'71), the University of Vienna (1971-'72) and the Austrian Academy of Sciences (1972-'73). In 1972 he received habilitation. In 1973, Sigmund was appointed C3-professor at the University of Göttingen, and in 1974 became a full professor at the Institute of Mathematics in Vienna. His main scientific interest during these years was in ergodic theory and dynamical systems. From 1977 on, Sigmund became increasingly inter ...
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Gars Am Kamp
Gars am Kamp is a market town at the Kamp river (Kamptal) in the district of Horn, region Waldviertel in the Austrian state Lower Austria with 3,542 inhabitants (2016). History Gars was between 1075 - 1095, during the reign of the House of Babenberg, a former capital of ancient Austria. In the 19th and 20th centuries, Gars was a traditional summer resort ('' Sommerfrische''). At the end of the 20th century, the climatic health resort (''Luftkurort'') of Gars experienced another boom thanks to Willi Dungl's health tourism. Structure The municipality includes the following 13 localities: Buchberg am Kamp, Etzmannsdorf am Kamp, Gars am Kamp, Kamegg, Kotzendorf, Loibersdorf, Maiersch, Nonndorf bei Gars, Tautendorf, Thunau am Kamp, Wanzenau, Wolfshof, Zitternberg Population International relations Twin towns — Sister cities Gars am Kamp is twinned with the following cities: * Gars am Inn, Germany Politics * Dialog im Kamptal, non-partisan platform Notable people (selecti ...
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Josef Hofbauer
Josef Hofbauer (20 February 1901 – 12 January 1968) was an Austrian footballer. He played in three matches for the Austria national football team The Austria national football team (german: Österreichische Fußballnationalmannschaft) represents Austria in men's international football competition and it is controlled by the Austrian Football Association (German: Österreichischer Fußba ... in 1924. References External links * 1901 births 1968 deaths Austrian men's footballers Austria men's international footballers Place of birth missing Men's association football players not categorized by position {{Austria-footy-bio-stub ...
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International Society Of Dynamic Games
The International Society of Dynamic Games (ISDG) is an international non-profit, professional organization for the advancement of the theory of dynamic games. History The ISDG was founded on August 9, 1990 in Helsinki, Finland, at the site of the 4th International Symposium on Dynamic Games and Applications in the Helsinki University of Technology. ISDG is governed by an executive board chaired by a president. The first president of the society was professor Tamer Başar. In past years the presidents of ISDG were * Tamer Başar 1990-1994 Alain Haurie1994-1998 * Pierre Bernhard 1998-2002 2002-2006 * Geert Jan Olsder 2006-2008 * Leon Petrosyan 2008-2012 Michèle Breton2012-2016 Vladimir Mazalov2016-2022 2022- The objectives of ISDG * to promote and foster the development and applications of the theory of dynamic games. * to disseminate scientific information through all conveniently adopted support services. ISDG achieves these goals by organizing or co-organizinsymposia, confere ...
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University Of Helsinki
The University of Helsinki ( fi, Helsingin yliopisto, sv, Helsingfors universitet, abbreviated UH) is a public research university located in Helsinki, Finland since 1829, but founded in the city of Turku (in Swedish ''Åbo'') in 1640 as the Royal Academy of Åbo, at that time part of the Swedish Empire. It is the oldest and largest university in Finland with the widest range of disciplines available. In 2020, around 31,600 students were enrolled in the degree programs of the university spread across 11 faculties and 11 research institutes. As of 1 August 2005, the university complies with the harmonized structure of the Europe-wide Bologna Process and offers bachelor, master, licenciate, and doctoral degrees. Admission to degree programmes is usually determined by entrance examinations, in the case of bachelor's degrees, and by prior degree results, in the case of master and postgraduate degrees. Entrance is particularly selective (circa 15% of the yearly applicants are admi ...
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Gauss Lectureship
The Gauss Lectureship (''Gauß-Vorlesung'') is an annually awarded mathematical distinction, named in honor of Carl Friedrich Gauss. It was established in 2001 by the German Mathematical Society with a series of lectures for a broad audience. Each Gauss Lecture is paired with another presentation on the history of mathematics The history of mathematics deals with the origin of discoveries in mathematics and the mathematical methods and notation of the past. Before the modern age and the worldwide spread of knowledge, written examples of new mathematical developments .... Gauss Lecturers See also * List of mathematics awards References External links Gauss Lectureship Archive of the Gauss Lectureship{{Webarchive, url=https://web.archive.org/web/20150913071416/http://dmv.mathematik.de/index.php/aktivitaeten/gauss-vorlesung/archiv-der-gauss-vorlesungen , date=2015-09-13 German science and technology awards Mathematics awards Carl Friedrich Gauss Lecture series ...
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International Congress Of Mathematicians
The International Congress of Mathematicians (ICM) is the largest conference for the topic of mathematics. It meets once every four years, hosted by the International Mathematical Union (IMU). The Fields Medals, the Nevanlinna Prize (to be renamed as the IMU Abacus Medal), the Carl Friedrich Gauss Prize, Gauss Prize, and the Chern Medal are awarded during the congress's opening ceremony. Each congress is memorialized by a printed set of Proceedings recording academic papers based on invited talks intended to be relevant to current topics of general interest. Being List of International Congresses of Mathematicians Plenary and Invited Speakers, invited to talk at the ICM has been called "the equivalent ... of an induction to a hall of fame". History Felix Klein and Georg Cantor are credited with putting forward the idea of an international congress of mathematicians in the 1890s.A. John Coleman"Mathematics without borders": a book review ''CMS Notes'', vol 31, no. 3, April 1999 ...
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German Academy Of Sciences Leopoldina
The German National Academy of Sciences Leopoldina (german: Deutsche Akademie der Naturforscher Leopoldina – Nationale Akademie der Wissenschaften), short Leopoldina, is the national academy of Germany, and is located in Halle (Saale). Founded on January 1, 1652, based on academic models in Italy, it was originally named the ''Academia Naturae Curiosorum'' until 1687 when Emperor Leopold I raised it to an academy and named it after himself. It was since known under the German name ''Deutsche Akademie der Naturforscher Leopoldina'' until 2007, when it was declared to be Germany's National Academy of Sciences. History ' The Leopoldina was founded in the imperial city of Schweinfurt on 1 January 1652 under the Latin name sometimes translated into English as "Academy of the Curious as to Nature." It was founded by four local physicians- Johann Laurentius Bausch, the first president of the society, Johann Michael Fehr, Georg Balthasar Metzger, and Georg Balthasar Wohlfarth; and ...
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Austrian Mathematical Society
The Austrian Mathematical Society (german: Österreichische Mathematische Gesellschaft) is the national mathematical society of Austria and a member society of the European Mathematical Society. History The society was founded in 1903 by Ludwig Boltzmann, Gustav von Escherich and Emil Müller as ''Mathematical Society in Vienna'' (german: Mathematische Gesellschaft in Wien). After the Second World War it resumed operation in May 1946 and was formally reestablished at the 10th of August 1946 by Rudolf Inzinger. In autumn 1948 the name was changed to ''Austrian Mathematical Society''. Publications It publishes the "International Mathematical News" (german: Internationale Mathematische Nachrichten) with three issues per year (not to be confused with ''Mathematische Nachrichten'', an unrelated mathematics journal). It was issued for the first time in 1947. It also publishes the mathematics journal ''Monatshefte für Mathematik'' in cooperation with Springer-Verlag Springer Scien ...
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Laxenburg
__NOTOC__ Laxenburg (Central Bavarian: ''Laxnbuag'') is a market town in the district of Mödling, in the Austrian state of Lower Austria. Located about south of the Austrian capital Vienna, it is chiefly known for the Laxenburg castles, which, beside Schönbrunn, served as the most important summer retreat of the Habsburg monarchs. History Laxenburg became a Habsburg possession in 1333. Duke Albert III (1349–1395) had a hunting lodge erected here (today called ''Altes Schloss'') and vested the settlement with market rights. The castle again decayed afterwards, until in the 17th century it was restored at the behest of Emperor Leopold I. Rebuilt in a Baroque style by the master builder Lodovico Burnacini, it became the centre of extended gardens and pleasure grounds. From 1710 onwards the Baroque ''Blauer Hof'' (Blue Court), also named ''Neues Schloss'' (New Castle), was built according to plans designed by Johann Lucas von Hildebrandt as the residence of the Habsburg vice ...
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International Institute For Applied Systems Analysis
The International Institute for Applied Systems Analysis (IIASA) is an independent international research institute located in Laxenburg, near Vienna, in Austria. Through its research programs and initiatives, the institute conducts policy-oriented interdisciplinary research into issues too large or complex to be solved by a single country or academic discipline. This includes pressing concerns that affect the future of humanity, such as climate change, energy security, population aging, and sustainable development. The results of IIASA research and the expertise of its researchers are made available to policymakers in countries around the world to help them produce effective policies that will enable them to face these challenges. Organization IIASA has over 400 researchers from 52 countries that work in Laxenburg, and an extensive network of collaborators, alumni, and visitors from across the globe. The institute is currently directed by Albert van Jaarsveld. Wolfgang Lut ...
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Martin Nowak
Martin Andreas Nowak (born April 7, 1965) is an Austrian-born professor of Mathematical and theoretical biology, mathematical biology, at Harvard University since 2003. He is one of the leading researchers in the field that studies the role of cooperation in evolution. Nowak has held professorships in Oxford and Princeton before being recruited to Harvard in 2003 when Jeffrey Epstein donated a large sum of money to set up a center for studying cooperation in evolution. Nowak's best known work outside of academia is his 2011 book ''SuperCooperators: Altruism, Evolution and Why We Need Each Other to Succeed''. This book is partly an autobiography and partly a popular presentation of his work in mathematical biology on the evolution of cooperation. In the book Nowak also wrote favorably about his interactions with Jeffrey Epstein, who had donated to Harvard to enable the creation of an institute headed by Nowak. In 2020 Nowak was disciplined by being suspended from teaching for two ...
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Replicator Equation
In mathematics, the replicator equation is a deterministic monotone non-linear and non-innovative game dynamic used in evolutionary game theory. The replicator equation differs from other equations used to model replication, such as the quasispecies equation, in that it allows the fitness function to incorporate the distribution of the population types rather than setting the fitness of a particular type constant. This important property allows the replicator equation to capture the essence of selection. Unlike the quasispecies equation, the replicator equation does not incorporate mutation and so is not able to innovate new types or pure strategies. Equation The most general continuous form of the replicator equation is given by the differential equation: : \dot = x_i f_i(x) - \phi(x) \quad \phi(x) = \sum_^ where x_i is the proportion of type i in the population, x=(x_1, \ldots, x_n) is the vector of the distribution of types in the population, f_i(x) is the fitness of type ...
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