query: When was the first of the International Mathematical Olympiads held?

title: International Mathematical Olympiad

text: International Mathematical Olympiad The International Mathematical Olympiad (IMO) is an annual six-problem mathematical olympiad for pre-college students, and is the oldest of the International Science Olympiads. The first IMO was held in Romania in 1959. It has since been held annually, except in 1980. More than 100 countries, representing over 90% of the world's population, send teams of up to six students, plus one team leader, one deputy leader, and observers. The content ranges from extremely difficult algebra and pre-calculus problems to problems on branches of mathematics not conventionally covered at school and often not at university level either, such

title: Thailand at the International Science Olympiads

text: Thailand at the International Science Olympiads Thailand first participated at the International Science Olympiad (ISO)—a group of academic competitions for secondary school students—in 1989, when it sent representatives to compete in the International Mathematical Olympiad in Germany. Since then, it has expanded to send representatives to every branch of the annual competition. Selection as the country's representatives for the ISO is highly competitive, and involves multiple steps of examinations and academic training camps organised by the Institute for the Promotion of Teaching Science and Technology (IPST) and the Promotion of Academic Olympiads and Development of Science Education Foundation (POSN). Country

text: representatives are awarded international scholarships for undergraduate and graduate studies in their fields. In addition to the International Mathematical Olympiad, Thailand first sent representatives to the International Physics Olympiad and International Chemistry Olympiad in 1990, the International Olympiad in Informatics and International Biology Olympiad in 1991, the International Astronomy Olympiad and International Junior Science Olympiad, and the International Geography Olympiad in 2015. Thailand will first send representatives to the International Philosophy Olympiad in 2018. Thailand at the International Science Olympiads Thailand first participated at the International Science Olympiad (ISO)—a group of academic competitions for secondary school students—in 1989, when it

title: International Mathematical Olympiad selection process

text: competition, held in March. Alongside honours and awards, the top students are selected to perform in various mathematical olympiads, including the Baltic Way, the Nordic Mathematical Contest, and the International Mathematical Olympiad. In Indonesia, National Mathematical Olympiad is held as a part of National Science Olympiad (Olimpiade Sains Nasional), and has been held annually since 2002. About 100-120 students who pass the province-level test will be eligible to participate in the National Mathematical Olympiad, which is held in August or September. About thirty students are chosen to get into the first training camp, which is held at October through November.

title: International Workers' Olympiads

text: Henri de Baillet-Latour and Avery Brundage, were openly anti-semitic and both collaborated with the Nazis. On the contrary, the Workers' Olympiads opposed all kinds of chauvinism, sexism, racism and social exclusiveness. The Olympic Games were based in rivalry between the nations, but the Workers' Olympiads stressed internationalism, friendship, solidarity and peace. The Lucerne Sport International (later known as Socialist Workers' Sport International) was established in Lucerne, Switzerland in 1920. The first unofficial Workers' Olympiads were held a year later in Prague, Czechoslovakia. The IOC had banned the losing side of the World War I from the 1920 Summer Olympics (Germany

title: Football at the International Workers' Olympiads

text: Football at the International Workers' Olympiads Association football was included in every three editions of International Workers' Summer Olympiads in 1925, 1931 and 1937 as a men's competition sport. Tournaments were played as a single-elimination tournament. Countries were represented by selected teams of their workers' sports associations and the players were mostly amateurs. Exception was the Soviet team in 1937 as it was represented by Spartak Moscow. 1925 Workers' Summer Olympiad was held in Frankfurt am Main, Germany. Participating teams in the football tournament were Belgium, Czechoslovakia, Finland, France, Germany and Switzerland. 1931 Workers' Summer Olympiad was held in Vienna,

title: Mathematical Olympiads for Elementary and Middle Schools

text: Mathematical Olympiads for Elementary and Middle Schools Mathematical Olympiads for Elementary and Middle Schools (MOEMS) is a worldwide math competition, organized by a not for profit foundation with the same name. It is held yearly from November through March with one test administered each month. Tests are given at individual schools and results are sent to MOEMS for scoring. Schools, home schools and institutions may participate in the contest. Two dozen other nations also participate in the competition. There are two divisions, Elementary and Middle School. Elementary level problems are for grades 4-6 and Middle School level problems are for

text: labor sports organisations were disbanded in Germany by the Nazi regime in 1933. The Soviet Union was represented by Spartak Moscow. Note: the results are not complete. Football at the International Workers' Olympiads Association football was included in every three editions of International Workers' Summer Olympiads in 1925, 1931 and 1937 as a men's competition sport. Tournaments were played as a single-elimination tournament. Countries were represented by selected teams of their workers' sports associations and the players were mostly amateurs. Exception was the Soviet team in 1937 as it was represented by Spartak Moscow. 1925 Workers' Summer Olympiad was held

title: International Workers' Olympiads

text: in 1937 was a joint event with the Red Sport International organized Spartakiads. Note: the table below is incomplete. Only the participating countries of 1925 and 1937 Winter Olympiads and 1925 Summer Olympiads are correct. International Workers' Olympiads International Workers' Olympiads were an international sporting event arranged between 1925 and 1937 by Socialist Workers' Sport International (SASI). It was an organisation supported by social democratic parties and International Federation of Trade Unions. Workers' Olympiads were an alternate event for the Olympic Games. The participants were members of various labor sports associations and came mostly from Europe. Nowadays the CSIT World

title: International Workers' Olympiads

text: International Workers' Olympiads International Workers' Olympiads were an international sporting event arranged between 1925 and 1937 by Socialist Workers' Sport International (SASI). It was an organisation supported by social democratic parties and International Federation of Trade Unions. Workers' Olympiads were an alternate event for the Olympic Games. The participants were members of various labor sports associations and came mostly from Europe. Nowadays the CSIT World Sports Games are the successor sports events of the International Workers' Olympiads. The "World Sports Games" is the main highlight and a new Brand of the CSIT. It is a unique major sports event for

title: International Workers' Olympiads

text: even from the 1924 games), but the Workers's Olympiads were open for the "enemy" side as well. The number of participating countries was thirteen. The first official Worker's Olympiads were the 1925 winter games in the German town of Schreiberhau, which today is a part of Poland. They were followed by the first Summer Olympiads in Frankfurt am Main. National flags were not used, but a red flag of international workers' movement. The best athletes were awarded with diplomas, they did not receive medals like in the Olympic Games. The visiting athletes stayed mostly at private accommodation of local families.

title: Mathematical Grammar School

text: and international competitions science competitions. Mathematical Grammar School students had won several hundred medals from top international competitions around the world. They won 121 medals at International Science Olympiads, about the same number at Junior Olympiads, and about double that number at other top competitions, mostly in USSR, Russia, China, India, and Europe. MGB students have won many national and international awards. In 2009 only, during July and August, students of Mathematical Grammar School have won 12 medals in International Olympiads: 5 medals in Olympiads in Mathematics, 4 medals in International Physics Olympiad, 3 medals in International Olympiad in Informatics,

text: Austria and 16 teams took part at the football tournament. Leading scorer was Erwin Seeler, the father of famous German striker Uwe Seeler. He scored seven goals on a quarterfinal match against Hungary as the German team beat the Hungarians 9–0. 1937 Workers' Summer Olympiad was held in Antwerp, Belgium. It was a joint event with the Spartakiads. Participating teams came from Belgium, Czechoslovakia, Denmark, England, Finland, France, Hungary, Netherlands, Norway, Palestine, Poland, Soviet Union, Spanish Republican faction and Switzerland. A delegation from Soviet Union was competing at the Olympiads for the first time. German athletes did not participate since

title: Mathematical Grammar School

text: Olympiads in Mathematics, Physics, Informatics, Astronomy, Astrophysics, and Earth Sciences: its students have won more than 400 medals so far, on all 5 continents of the world. Latest examples include: 12 medals in 2009 in International Science Olympiads only, around 25 medals in total in 2009 alone, 23 medals in 2010 in International Science Olympiads only, around 40 medals in total in 2010 alone. In 2010, as well as in 2009, Mathematical Gymnasium won the first prize and title of "Absolute Winner" at international competition in Moscow, organized by Special School "Kolmogorov" under Moscow State University – Lomonosov (Специализированный учебно-научный

title: Mathematical Olympiad Cell

text: an agreement, and Prof. Venkatachala still does so. The two new members, Dr. De and Dr. Tejaswi, function from the HBCSE, where the IMO Training Camp is also held and from where co-ordination for the outgoing team is managed. Mathematical Olympiad Cell The Mathematical Olympiad Cell (MO Cell) is a body of permanent faculty devoted to organizing and conducting the mathematical Olympiads in India, in particular, the Indian National Mathematical Olympiad and the International Mathematical Olympiad Training Camp. The MO Cell has three main members: There are a number of other faculty who work part-time in conjunction with the MO

title: Mathematical Olympiad Cell

text: Mathematical Olympiad Cell The Mathematical Olympiad Cell (MO Cell) is a body of permanent faculty devoted to organizing and conducting the mathematical Olympiads in India, in particular, the Indian National Mathematical Olympiad and the International Mathematical Olympiad Training Camp. The MO Cell has three main members: There are a number of other faculty who work part-time in conjunction with the MO Cell by sending problems for the Olympiads, participating in training activities, going as Leader/Deputy Leader, and participating in regional co-ordination. The members of the MO Cell used to operate solely from the Indian Institute of Science, Bangalore, based on

text: grades 7-8, though 4-6 graders may participate in Middle School problems. Hundreds of thousands of students participate annually in MOEMS events. MOEMS plans soon to develop an online teacher training program. MOEMS founder George Lenchner, died after decades in service to the math education community. Lenchner had written several books on elementary problem solving used by many MOEMS teachers and students. His obituary was featured in the Sunday New York Times on May 14, 2006. The current MOEMS Director is Richard Kalman who also worked with the American Regions Mathematics League for many years. Mathematical Olympiads for Elementary and Middle

title: International Workers' Olympiads

text: thousands of workers and amateurs every two years. The CSIT (International Workers and Amateurs in Sports Confederation) is an international Multi-Sports Organization. The Workers' Olympiads were created as a counterweight for the Olympic Games, which were criticized for being confined for the upper social classes and privileged people. The international workers' sports movement did not believe that the true Olympic spirit could be achieved in an Olympic movement dominated by the aristocratic leadership. Pierre de Coubertin, founder of the International Olympic Committee, had always opposed women's participation and supported the cultural superiority of white Europeans over other races. His followers,

title: Soviet Student Olympiads

text: could participate in teams and individually. This round was organized by Soviet Ministry of Education. This round was usually conducted at the end of the school year. The winners were awarded with the diplomas. Material prizes were minor and usually included scientific books that were otherwise difficult to obtain. Vladimir Drinfeld who was later awarded a 1990 Fields medal for the development of quantum groups is considered by many as the most outstanding "mathematical sportsman" in the history of the All-Union Mathematical Olympiads. His first scientific publication was based on a generalization of an Olympic problem. Many other winners of

title: Mathematical Grammar School

text: 1 honorable mention. In All Russian Mathematical Competition, organized by the Kolmogorov Special School, Mathematical Grammar School won "The Absolute First Prize in all categories", and one of MGB students, Teodor von Burg, won the gold medal, first prize, and maximum number of points. This is the 2nd time MGB wins the Kolmogorov competition. Students of Mathematical Grammar School have won many other prizes in addition to the International Science Olympiads. As part of the "27 Club", which Erste Bank implemented for the third consecutive year in 2010, with the aim to promote talented young people and help them to

title: International Commission on Mathematical Instruction

text: on Mathematical Education, ICME. The executive committee is appointed by the general assembly of IMU for four-year terms. These include multi-national organisations, which are independent from ICMI and have interests in the field of mathematics. There are currently four multinational Mathematical Education Societies: And six international Study Groups which have obtained affiliation with ICMI: International Congress on Mathematical Education The International Congress on Mathematical Education (ICME) is an international event which is held every four years under the auspices of ICMI. The congress looks at the development of mathematical education across the world. The last ICME was held in Hamburg

title: International Workers' Olympiads

text: International Workers' Olympiads were more than just a games for the top athletes. The festival was based on a mass participation, it did not restrict entry on the grounds of sporting ability. 1931 Workers' Summer Olympiad in Vienna was the largest event with the participation of 100,000 athletes from 26 countries. The Vienna Workers' Olympiad attracted some 250,000 spectators. It was much bigger event than the 1932 Summer Olympics at Los Angeles, both in number of participants as well as spectators. Praterstadion (now Ernst-Happel-Stadion) was constructed between 1929 and 1931 for the 1931 Olympiad. The last Workers' Olympiad at Antwerp

title: International Congress on Mathematical Education

text: mathematics education. The scientific program typically consists of plenary activities, regular lectures, survey teams, topic study groups, discussion groups, workshops, poster presentations, national presentations, etc. The regular lectures are held by experienced researchers or educators who have been invited, whereas most of the other activities are open for registration. Past editions of ICME have taken place at: International Congress on Mathematical Education The International Congress on Mathematical Education (ICME) is held every four years under the auspices of the International Commission on Mathematical Instruction (ICMI) of the International Mathematical Union (IMU). The Congress is planned and organized by separate committees,

title: Bangladesh Mathematical Olympiad

text: to send a team to the International Mathematical Olympiad (IMO). Bangladeshi students have participated in the International Mathematical Olympiad since 2005. Besides arranging Divisional and National Math Olympiads, BdMOC always extends its cooperation to all interested groups and individuals who want to arrange a Mathematics Olympiad. The Bangladesh Math Olympiad and the selection of the Bangladeshi national team for the IMO is bounded by rules set by the BdMOC, called BdMO Regulations. The Bangladesh Mathematical Olympiad is open for school and college students from the country. The competitions usually take place around December–January–February. In IMO 2014, the Bangladesh team achieved

title: Yeovil Olympiads Athletics Club

text: Country events. The club is affiliated to South of England Athletics Association and England Athletics. In 2013, after holding a test event in 2012, Yeovil Olympiads hosted the International Association for Ultra-Multievents World Championships from 24-25 August, consisting of an icosathlon and tetradecathlon. The club vest has an orange body with dark blue sides. Club athletes typically wear black shorts. Yeovil Olympiads Athletics Club Yeovil Olympiads Athletics Club was the first track and field athletics club in Yeovil, Somerset, England. The club is based at the Bill Whistlecroft Athletics Arena, formerly Yeovil Arena before it was renamed on 14 September

text: team is not uniquely determined after the seven exams). Hong Kong first joined IMO in 1988. In Hong Kong, the International Mathematical Olympiad Preliminary Selection Contest is held every year. Around 60 students are selected to receive further training, after three phases of which six students will be selected as the Hong Kong team members, and six will be selected as reserve members. The further training is also known as phase four training. Iceland first joined the IMO in 1985. In Iceland, the Icelandic Mathematical Olympiad for Secondary School Students (Stærðfræðikeppni Framhaldsskólanema) was first held in the winter of 1984-1985,

title: Mathematical Grammar School

text: Mathematical Grammar School Mathematical Grammar School (, abbr. "MG" or "MGB"), is a special school for gifted and talented students of mathematics, physics and informatics located in Belgrade, Serbia. It is ranked number one at International Science Olympiads by the number of medals won by its students (more than 400). The School has developed its own Mathematical Grammar School Curriculum in various mathematics, physics, and IT subjects. There are approx. 160 professors employed, mostly scientists. One half of the professors come from University of Belgrade staff, Institute of Physics Belgrade, and Mathematical Institute of Serbian Academy of Sciences and Arts.

title: Mathematical Grammar School

text: Mathematical Gymnasium, led 2010 UK National Team, from her chair at University of Cambridge, where she obtained her PhD. European Physical Society, in its Euro Physics News Magazine, published an article "Inspiring Physics in Mathematical Grammar School" about Physics teacher Nataša Čaluković from Mathematical Grammar School, and about results of Physics department of MGB. Authors, themselves distinguished physicists from University of Cambridge, Massachusetts Institute of Technology, MIT, and Institute of Physics Belgrade and former students of Mathematical Grammar School and of professor Nataša Čaluković, claim professor Čaluković's students made 36 appearances at the International Physics Olympiads, and were honored two

title: Mathematical Grammar School

text: the Mathematical Grammar School also prepared a monograph of the School, issued with assistance from the Institute for textbooks and teaching aids – Zavod . Mathematical Grammar School Mathematical Grammar School (, abbr. "MG" or "MGB"), is a special school for gifted and talented students of mathematics, physics and informatics located in Belgrade, Serbia. It is ranked number one at International Science Olympiads by the number of medals won by its students (more than 400). The School has developed its own Mathematical Grammar School Curriculum in various mathematics, physics, and IT subjects. There are approx. 160 professors employed, mostly scientists.

title: Timeline of women in mathematics in the United States

text: became the first female president of the Society for Industrial and Applied Mathematics. 1996: Joan Birman became the first woman to receive the Chauvenet Prize, which is awarded annually by the Mathematical Association of America to the author of an outstanding expository article on a mathematical topic by a member of the association. 1998: Melanie Wood became the first female American to make the U.S. International Math Olympiad Team. She won silver medals in the 1998 and 1999 International Mathematical Olympiads. 2002: Melanie Wood became the first American woman and second woman overall to be named a Putnam Fellow in

title: International Association of Mathematical Physics

text: International Congress on Mathematical Physics (ICMP). The prize committee is appointed by the IAMP. The prize is awarded at the International Congress on Mathematical Physics (ICMP) in recognition of a single achievement in Mathematical Physics, for scientists whose age is less than 35. A list of past congresses may be found here. International Association of Mathematical Physics The International Association of Mathematical Physics (IAMP) was founded in 1976 to promote research in mathematical physics. It brings together research mathematicians and theoretical physicists, including students. The association's ordinary members are individual researchers, although associate membership is available to organizations and companies.

title: International Biology Olympiad

text: International Biology Olympiad The International Biology Olympiad (IBO) is a science olympiad for high school students under the age of 20. The first academic international Olympiads after the (originally Eastern European-based) International Mathematical Olympiad were launched under the auspices of the United Nations in the 1960s. The programs have gradually expanded to include more than 70 participating countries across five continents. The IBO is one of these olympiads. All participating countries send the four winners of their National Biology Olympiad to the IBO, usually accompanied by two adults who are members of the international jury for the duration of the

text: International Congress on Mathematical Education The International Congress on Mathematical Education (ICME) is held every four years under the auspices of the International Commission on Mathematical Instruction (ICMI) of the International Mathematical Union (IMU). The Congress is planned and organized by separate committees, which operate independently of the ICMI. The aim of the Congress is to present the current states and trends in mathematics education research and in the practice of mathematics teaching at all levels. The Congress will gather a broad spectrum of participants such as researchers in mathematics education, teacher trainers, practicing teachers, mathematicians, and others interested in

title: Yeovil Olympiads Athletics Club

text: Yeovil Olympiads Athletics Club Yeovil Olympiads Athletics Club was the first track and field athletics club in Yeovil, Somerset, England. The club is based at the Bill Whistlecroft Athletics Arena, formerly Yeovil Arena before it was renamed on 14 September 2014. This club was founded in 1969. It has produced many international athletes since its creation. The first was Eric Berry who came 6th in the 1973 European Juniors in the hammer event. Olympians who started with the club include Max Robertson and Gary Jennings, both 400 metres hurdlers. In 2008, the senior men's section of the club was promoted

title: International Biology Olympiad

text: competition. Each year, the IBO is organised by a different country. International Biology Olympiad The International Biology Olympiad (IBO) is a science olympiad for high school students under the age of 20. The first academic international Olympiads after the (originally Eastern European-based) International Mathematical Olympiad were launched under the auspices of the United Nations in the 1960s. The programs have gradually expanded to include more than 70 participating countries across five continents. The IBO is one of these olympiads. All participating countries send the four winners of their National Biology Olympiad to the IBO, usually accompanied by two adults who

title: International Geography Olympiad

text: the Netherlands launched the idea of an International Geography Competition (iGeo) or Olympiad for students between 15 and 19 years of age. The first one was held in 1996 in The Hague, Netherlands, with five participating countries. The participant count grew to 24 countries with the 2008 competition in Carthage, Tunisia. Before 2012, the International Science Olympiads were held every two years, and some regional geography Olympiads were held during intervening years. These include the Asia Pacific Regional Geography Olympiads (APRGO), which were held in 2007 (Hsinchu, Taiwan), 2009 (Tsukuba, Japan), and 2011 (Merida, Mexico), and the Central European Regional

text: International Association of Mathematical Physics The International Association of Mathematical Physics (IAMP) was founded in 1976 to promote research in mathematical physics. It brings together research mathematicians and theoretical physicists, including students. The association's ordinary members are individual researchers, although associate membership is available to organizations and companies. The IAMP is governed by an executive committee elected by the ordinary members. The association sponsors the International Congress on Mathematical Physics (ICMP), which takes place every three years, and it also supports smaller conferences and workshops. There is a quarterly news bulletin. IAMP currently awards two kinds of research prizes in

title: International Symposium on Mathematical Foundations of Computer Science

text: International Symposium on Mathematical Foundations of Computer Science MFCS, the International Symposium on Mathematical Foundations of Computer Science is an academic conference organized annually since 1972. The topics of the conference cover the entire field of theoretical computer science. Up to 2012, the conference was held in different locations in Poland, Czech Republic and Slovakia, but since MFCS 2013, it travels around Europe. All contributions are strongly peer-reviewed. In 1974–2015, the articles appeared in proceedings published by Springer in the Lecture Notes in Computer Science series. Beginning in 2016, the proceedings are instead published by the Leibniz International Proceedings in

title: Soviet Student Olympiads

text: the Mathematical Olympiad became outstanding mathematicians and physicists. Yuri Matiyasevich who solved the 10th Hilbert problem in 1970 was the absolute winner of the 1964 Olympiad. Grisha Perelman also had an exceptional Olympic record. Contests were conducted on several subject of Soviet higher education curriculum such as Math, Physics, Programming. These Olympiads had several rounds. The rounds were formed following Soviet Union's administrative structure. So, there were University, Republican and All-Union rounds. There was one contest for all students regardless of their year in the university. Every university was supposed to have its own competition. Judges were from faculty staff.

title: International Mathematical Union

text: International Mathematical Union The International Mathematical Union (IMU) is an international non-governmental organization devoted to international cooperation in the field of mathematics across the world. It is a member of the International Council for Science (ICSU) and supports the International Congress of Mathematicians. Its members are national mathematics organizations from more than 80 countries. The objectives of the International Mathematical Union (IMU) are: promoting international cooperation in mathematics, supporting and assisting the International Congress of Mathematicians (ICM) and other international scientific meetings/conferences, acknowledging outstanding research contributions to mathematics through the awarding of scientific prizes, and encouraging and supporting other international

text: International Commission on Mathematical Instruction The International Commission on Mathematical Instruction (ICMI) is a commission of the International Mathematical Union and is an internationally acting organization focussing on mathematics education. ICMI was founded in 1908 at the International Congress of Mathematicians (ICM) in Rome and aims to improve teaching standards around the world, through programs, workshops and initiatives and publications. It aims to work a great deal with developing countries, to increase teaching standards and education which can improve life quality and aid the country. ICMI was founded at the ICM, and mathematician Felix Klein was elected first president of

title: Spitalfields Mathematical Society

text: "Spitalfields Days" organised by, among others, the Isaac Newton Institute, Cambridge, Mathematics Research Centre, Warwick, and International Centre for Mathematical Sciences, Edinburgh. Spitalfields Mathematical Society The Spitalfields Mathematical Society was founded in 1717 by Joseph Middleton. The society had 64 members when it was established, and at first meetings were held in the Monmouth's Head, a public house in the Spitalfields district of London.<ref name="JOC/EFR"></ref> Fellows of the society were drawn from artisans and craftsmen such as weavers, apothecaries, brewers, ironmongers, stockbrokers, and makers of optical and mathematical instruments. Well-known members included John Canton, John Dollond, Thomas Simpson, John Crosley,

title: International Mathematical Union

text: (vice: Christiane Rousseau, Marcelo Viana) 2015–2018: Shigefumi Mori (vice: Alicia Dickenstein, Vaughan Jones) 2019–2022: Carlos Kenig (vice: Nalini Joshi, Loyiso Nongxa ) International Mathematical Union The International Mathematical Union (IMU) is an international non-governmental organization devoted to international cooperation in the field of mathematics across the world. It is a member of the International Council for Science (ICSU) and supports the International Congress of Mathematicians. Its members are national mathematics organizations from more than 80 countries. The objectives of the International Mathematical Union (IMU) are: promoting international cooperation in mathematics, supporting and assisting the International Congress of Mathematicians (ICM) and

title: International Mathematical Union

text: and workshops in emerging countries, especially in Asia and Africa. IMU released a report in 2008, "Mathematics in Africa: Challenges and Opportunities", on the current state of mathematics in Africa and on opportunities for new initiatives to support mathematical development. In 2014, the IMU's Commission for Developing Countries CDC released an update of the report. Additionally, reports about "Mathematics in Latin America and the Caribbean and South East Asia". were published. In July 2014 IMU released the report: The International Mathematical Union in the Developing World: Past, Present and Future (July 2014). In 2014, the IMU held a day-long symposium

title: The Perse School

text: Olympiads, in addition to winning awards including Arkwright Engineering Scholarships and Nuffield Research Placements (previously Nuffield Science Bursaries). Students have won scholarships for summer placements at the Weizmann Institute of Science in Israel and research institutes in Heidelberg, Germany. British competition results include: Students have also competed in international competitions including the International Mathematical Olympiad, the Balkan Mathematical Olympiad, the European Girls' Mathematical Olympiad, the International Biology Olympiad, the International Rocketry Challenge, the European Union Contest for Young Scientists and the Intel International Science and Engineering Fair. The Perse School began accepting girls at 11+ and 13+ in September 2010

text: Informatics. Since 2012, the Steering Committee of the MFCS symposia series is chaired by Antonín Kučera. International Symposium on Mathematical Foundations of Computer Science MFCS, the International Symposium on Mathematical Foundations of Computer Science is an academic conference organized annually since 1972. The topics of the conference cover the entire field of theoretical computer science. Up to 2012, the conference was held in different locations in Poland, Czech Republic and Slovakia, but since MFCS 2013, it travels around Europe. All contributions are strongly peer-reviewed. In 1974–2015, the articles appeared in proceedings published by Springer in the Lecture Notes in Computer

title: Korean Mathematical Olympiad

text: before the participation in IMO, which is held from June to July. Korean Mathematical Olympiad The Korean Mathematical Olympiad is a Mathematical Olympiad held by the Korean Mathematical Society (KMS) in Republic of Korea. In 1988, only high school students were tested and middle school students were supposed to take the 'high school exam'. From the 11th exam, the middle school students' test was introduced (JKMO, Junior Korean Mathematical Olympiad). In the 53rd International Mathematical Olympiad (IMO), the Korean delegation won 209 out of 252 out of the total score and 6 gold medals and ranked the first place for

title: Soviet Student Olympiads

text: in the "Science and Life" ("Наука и Жизнь") popular science magazine. There were numerous other Olympiads in Moscow including interdisciplinary "Lomonosov tour". Besides, there were correspondence Olympiads, in particular, Olympiads carried out by some newspapers, journals and universities. One of the important correspondence Olympiads was organized by the Kvant magazine. Its winners were admitted to the Republican round of the All-Union Physics and Mathematics Olympiads. Also, there were team contests organized for schools to compete for District, City or Regional honors. There also was a "Physics fight" contest organized by the Moscow State University. In maths, there were contests organized

title: International Linguistics Olympiad

text: International Linguistics Olympiad The International Linguistics Olympiad (IOL) is the fourth newest of a group of twelve International Science Olympiads. Its abbreviation IOL is deliberately chosen not to correspond to the name of the organization in any particular language, and member organizations are free to choose for themselves how to designate the competition in their own language. This olympiad furthers the fields of mathematical, theoretical, and descriptive linguistics. The setup differs from most of the other Science Olympiads, in that the olympiad contains both individual and team contests. The individual contest consists of 5 problems, covering the main fields of

title: Conference Board of the Mathematical Sciences

text: Conference Board of the Mathematical Sciences The Conference Board of the Mathematical Sciences (CBMS) is an umbrella organization of seventeen professional societies in the mathematical sciences in the United States. It and its member societies are recognized by the International Mathematical Union as the national mathematical societies for their country. The CBMS was founded in 1960 as the successor organization to the six-organization Policy Committee for Mathematics (founded by the American Mathematical Society and the Mathematical Association of America as the War Policy Committee in 1942) and the 1958 Conference Organization of the Mathematical Sciences. As well as representing US

title: International Mathematical Modeling Challenge

text: International Mathematical Modeling Challenge The International Mathematical Modeling Challenge (IMMC or sometimes IMC) is an international mathematical modeling competition for high school students in team mathematical modeling co-sponsored by COMAP and the NeoUnion ESC Organization. Teams are selected on a country-by-country basis, with each country sending its top two teams to the competition. The IMMC was inspired by the HiMCM, a similar contest sponsored by COMAP but mainly attracting teams within the United States. The HiMCM in turn was established in the 1990s to create a high school counterpart to COMAP’s MCM. Contestants in the IMMC are given five days

text: some are selected to "IPST Camp 2", finally, only 6 students will compete in the International Mathematical Olympiad. In the UK, selection is through competitions and training camps under the auspices of the United Kingdom Mathematics Trust, starting with the multiple-choice Senior Mathematical Challenge (SMC). The SMC is followed by the British Mathematical Olympiad (BMO), held in two rounds, but candidates who did not take part in the SMC or did not achieve the qualifying score may enter the BMO on payment of an entry fee and so be considered for the IMO team. After the two rounds of the

text: 2017 IMMC contest period will end on May 8, 2017 (national rounds within certain countries will end earlier). Results will be announced in June, and teams awarded the Outstanding designation will be honored. International Mathematical Modeling Challenge The International Mathematical Modeling Challenge (IMMC or sometimes IMC) is an international mathematical modeling competition for high school students in team mathematical modeling co-sponsored by COMAP and the NeoUnion ESC Organization. Teams are selected on a country-by-country basis, with each country sending its top two teams to the competition. The IMMC was inspired by the HiMCM, a similar contest sponsored by COMAP but

text: to research (the contest permits the use of any inanimate source) and write a mathematical paper detailing their mathematical model for a given situation. At the conclusion of the five-day period, papers are sent to an international expert committee composed of mathematics faculty from the world’s leading universities. Traditionally, 3-4 teams are awarded the top designation of Outstanding and invited to an awards ceremony, held in a different country each year. Each participating country is expected to choose its two best teams of four contestants each to compete in the IMMC. Globally, different methods have been used to select teams

title: Korean Mathematical Olympiad

text: Korean Mathematical Olympiad The Korean Mathematical Olympiad is a Mathematical Olympiad held by the Korean Mathematical Society (KMS) in Republic of Korea. In 1988, only high school students were tested and middle school students were supposed to take the 'high school exam'. From the 11th exam, the middle school students' test was introduced (JKMO, Junior Korean Mathematical Olympiad). In the 53rd International Mathematical Olympiad (IMO), the Korean delegation won 209 out of 252 out of the total score and 6 gold medals and ranked the first place for the first time in history. From then, Korean mathematicians have made outstanding

title: Mathematical Grammar School

text: центр Московского государственного университета им.М.В.Ломоносова – Школа им.А.Н.Колмогорова). The School is ranked as number one school in the world in the field of mathematics, taking the lead from Russian Special School "Kolmogorov", (which operates under Moscow University), and is among the best 5 in physics and in informatics in the world, for its continuous success in International Science Olympiads. Mathematical Gymnasium stands out with its own curriculum, focusing on natural sciences, especially mathematics, physics, and computer programming. The School was established in 1966, following the model of Kolmogorov School at Moscow University which had been launched in Moscow a year

title: British Mathematical Olympiad Subtrust

text: and its Applications, the London Mathematical Society, and the Mathematical Association, each nominated two members. The BMOS replaced some of the Mathematical Association's activities. In 1996, the United Kingdom Mathematics Trust (UKMT) was set up to manage competitions of this nature, though the BMOC remained in charge of the senior olympiads. The 'problems group' is a subsection of the BMOS which is responsible for supplying new and interesting problems for use domestic competitions and for submission to the IMO each year. British Mathematical Olympiad Subtrust The British Mathematical Olympiad Subtrust (BMOS) is a section of the United Kingdom Mathematics Trust

text: national team for IMO After successfully completing the school and regional rounds, roughly 50 best participants are invited to the national round, where 10 best students are selected to participate in a week-long selection campus. Each day they solve a set of 3-4 problems, taken mainly from the past national olympiads of various countries. On the last day they have to find the answers (this time in form of a number) to rather large set of shorter problems under significant time-pressure. After that the team is selected and before the actual IMO, it competes in traditional Czech-Slovak-Polish Mathematical Contest where

text: competitions. Thirteen of these are selected to form the National Pre-Selection that trains for up to three months taking also exams out of which the best 6 are selected to form the National team. In a number of years the lack of financial support has allowed only the first member of the team to actually travel and compete in the International mathematical Olympiad. In Cyprus Four provincial competitions and a National (Pancyprian) competition are held every year. During this procedure 30 students are selected and Four Team Selection Tests are held to determine who will be the six member of

text: mathematics at the IMU, it acts as a communication channel between its member societies and the US Government, and coordinates joint projects of its member societies. Conference Board of the Mathematical Sciences The Conference Board of the Mathematical Sciences (CBMS) is an umbrella organization of seventeen professional societies in the mathematical sciences in the United States. It and its member societies are recognized by the International Mathematical Union as the national mathematical societies for their country. The CBMS was founded in 1960 as the successor organization to the six-organization Policy Committee for Mathematics (founded by the American Mathematical Society and

title: Israel Mathematical Union

text: Israel Mathematical Union The Israel Mathematical Union (IMU) () is an association of professional mathematicians in Israel. It is a member of the European Mathematical Society and the International Council for Industrial and Applied Mathematics, and has reciprocity membership agreements with the American Mathematical Society and the Society for Industrial and Applied Mathematics. The Union was founded on 2 March 1953 and held its first meeting with eleven short lectures on 28 September of that year. Early members included Binyamin Amirà, Michael Fekete, and Abraham Fraenkel, who represented the Union at the 1954 International Congress of Mathematicians in Amsterdam, as

title: Stærðfræðikeppni Framhaldsskólanema

text: the upper level for older students. Those who do well in the qualifier are invited to the final competition, held in March. Alongside honours and awards, the top students are selected to perform in various mathematical olympiads, including the Baltic Way, the Nordic Mathematical Contest, and the International Mathematical Olympiad. Stærðfræðikeppni Framhaldsskólanema Stærðfræðikeppni Framhaldsskólanema is an annual mathematical olympiad first held in the winter of 1984–1985. It is hosted by the Íslenska Stærðfræðafélagið () and the Natural Sciences's Teacher Association, and the largest competition of its kind in the country. Its goals include increasing the interest of Icelandic secondary school

title: International Mathematical Olympiad

text: fewer students at each progressing test. Awards are given to approximately the top-scoring 50% of the individual contestants. Teams are not officially recognized—all scores are given only to individual contestants, but team scoring is unofficially compared more than individual scores. Contestants must be under the age of 20 and must not be registered at any tertiary institution. Subject to these conditions, an individual may participate any number of times in the IMO. The International Mathematical Olympiad is one of the most prestigious mathematical competitions in the world. In January 2011, Google sponsored €1 million to the International Mathematical Olympiad organization.

title: European Mathematical Society

text: Mathematics. The precursor to the EMS, the European Mathematical Council was founded in 1978 at the International Congress of Mathematicians in Helsinki. This informal federation of mathematical societies was chaired by Sir Michael Atiyah. The European Mathematical Society was founded on 28 October 1990 in Mądralin near Warsaw, Poland, with Friedrich Hirzebruch as founding President. Initially, the EMS had 27 member societies. The first European Congress of Mathematics (ECM) was held at the Sorbonne and Panthéon-Sorbonne universities in Paris in 1992, and is now held every 4 years at different locations around Europe, organised by the EMS. The next ECM

title: First Conference of the International Woman Suffrage Alliance

text: First Conference of the International Woman Suffrage Alliance First Conference of the International Woman Suffrage Alliance was held in 1902 in Washington D.C. to consider the feasibility of organizing an International Woman Suffrage Association. First Meeting In 1902, the National-American Woman Suffrage Association invited all National woman suffrage organizations which existed at that date, to send an accredited delegate to attend a mass meeting which should be held in Washington, D. C., to consider the feasibility of organizing an International Woman Suffrage Association. This meeting was held in February of that year and six national associations were represented, namely: Canada,

title: International Institute of Information Technology, Hyderabad

text: ethics. Admission to undergraduate programmes is based on one of five acceptance modes, namely Joint Entrance Examination (Main) (JEE (Main)), the institute's own Undergraduate Engineering Entrance Examination (UGEE) and interview, representing India in the International Olympiads during class XI and XII (including International Olympiad in Informatics (IOI), International Physics Olympiad (IPhO), International Chemistry Olympiad (IChO), International Biology Olympiad (IBO), International Astronomy Olympiad (IAO), International Mathematical Olympiad (IMO) and International Linguistics Olympiad (IOL) / Paninian Linguistics Olympiad (PLO)), Direct Admissions for Students Abroad (DASA) and lateral entry admissions to dual-degree programmes through entrance examination and interview. Admissions for postgraduate studies are

title: British Mathematical Olympiad

text: including FIST 2 (1985), Second International Selection Test (SIST), Reading Selection Test (1987), Final Selection Test (FST, 1992 to 2001) and First Selection Test (FST, from 2002); the fourth-stage tests have been Team Selection Test (TST, 2001) and Next Selection Test (NST, 2002 onwards). These tests have been held at training and selection camps in several locations, recently Trinity College, Cambridge and Oundle School. British Mathematical Olympiad The British Mathematical Olympiad (BMO) forms part of the selection process for the UK International Mathematical Olympiad team. It is organised by the British Mathematical Olympiad Subtrust, which is part of the United

title: International Commission on the History of Mathematics

text: International Commission on the History of Mathematics The International Commission on the History of Mathematics was established in 1971 to promote the study of history of mathematics. Kenneth O. May provided its initial impetus. In 1974 its official journal Historia Mathematica began publishing. Every four years the Commission bestows the Kenneth O. May Medal upon a deserving historian of mathematics. In 1981 in Bucharest, the first in a series of symposia was held in conjunction with the International Congress of History of Science. In 1985 the ICHM became an inter-union commission of both the International Mathematical Union and the International

title: Israel Mathematical Union

text: well as Shmuel Agmon, Jacob Levitzki, and Dov Jarden. The Israel Mathematical Union awards three major prizes: Israel Mathematical Union The Israel Mathematical Union (IMU) () is an association of professional mathematicians in Israel. It is a member of the European Mathematical Society and the International Council for Industrial and Applied Mathematics, and has reciprocity membership agreements with the American Mathematical Society and the Society for Industrial and Applied Mathematics. The Union was founded on 2 March 1953 and held its first meeting with eleven short lectures on 28 September of that year. Early members included Binyamin Amirà, Michael Fekete,

title: Mathematical Kangaroo

text: Mathematical Kangaroo Mathematical Kangaroo (also known as International Mathematical Kangaroo, or Kangourou sans frontières in French) is an international mathematical competition where over 50 countries are represented. There are twelve levels of participation, ranging from grade 1 to grade 12. The competition is held annually on the third Thursday of March. According to the organizers, the key competence tested by Mathematical Kangaroo is logical combination, not just pure knowledge of formulas. It is the largest competition for school students in the world, with over 5 million participants from 47 countries in 2009, and 6 million by 2014. The competition was

title: Mathematical Kangaroo

text: and organized nationally. Special prizes are given for the “longest kangaroo jump” (i.e., the highest number of consecutive correct answers) for each school. Elisabeth Mellroth has investigated the use of mathematical competencies in the mathematical kangaroo. Mathematical Kangaroo Mathematical Kangaroo (also known as International Mathematical Kangaroo, or Kangourou sans frontières in French) is an international mathematical competition where over 50 countries are represented. There are twelve levels of participation, ranging from grade 1 to grade 12. The competition is held annually on the third Thursday of March. According to the organizers, the key competence tested by Mathematical Kangaroo is logical

title: International Association for Mathematical Geosciences

text: International Association for Mathematical Geosciences The International Association for Mathematical Geosciences (IAMG) is a nonprofit organization of geoscientists. The aim of the International Association for Mathematical Geosciences is to promote international cooperation in the application and use of mathematics in geological research and technology. IAMG's activities are to organize meetings, issue of publications on the application of mathematics in the geological sciences, extend cooperation with other organizations professionally concerned with applications of mathematics and statistics to the biological sciences, earth sciences, engineering, environmental sciences, and planetary sciences. IAMG is a not for profit 501(c)(3) organization. The IAMG was established in

title: International Mathematical Union

text: for Women in Mathematics formula_1 as a satellite event of ICM. The International Commission on the History of Mathematics (ICHM) is operated jointly by the IMU and the Division of the History of Science (DHS) of the International Union of History and Philosophy of Science (IUHPS). The Committee on Electronic Information and Communication (CEIC) advises IMU on matters concerning mathematical information, communication, and publishing. The scientific prizes awarded by the IMU are deemed to be the highest distinctions in the mathematical world. The opening ceremony of the International Congress of Mathematicians (ICM) is where the awards are presented: Fields Medals

text: published in several languages and a blog which includes many materials for mathematics teachers to be used in the class room. International Commission on Mathematical Instruction The International Commission on Mathematical Instruction (ICMI) is a commission of the International Mathematical Union and is an internationally acting organization focussing on mathematics education. ICMI was founded in 1908 at the International Congress of Mathematicians (ICM) in Rome and aims to improve teaching standards around the world, through programs, workshops and initiatives and publications. It aims to work a great deal with developing countries, to increase teaching standards and education which can improve

text: and his been an annual occurrence ever since. It is hosted by the Icelandic Mathematical Organization and the Natural Sciences's Teacher Association. Its goals include increasing the interest of Icelandic secondary school students towards mathematics, and other fields built on a mathematical foundation. The contest is held in two parts every winter. First, a qualifier held in October of every year on two difficulty levels; upper level, and lower level. The lower level is intended for first year secondary school students, and the upper level for older students. Those who do well in the qualifier are invited to the final

title: Soviet Student Olympiads

text: Soviet Student Olympiads Soviet Student Olympiad was an annual set of contests for students in USSR. There were two separate multi-round competitions every year: for higher education (universities) and general education (starting from 7th to 10th/11th grade). Both competitions had several rounds, and winners from lower rounds would go to the next round. Not only individual members, but teams were awarded too. The main difference between two Olympiads was that the school one had separate threads for every grade, while the university one was for all students. Both Olympiads had the same format of the contests. Students would come in

title: International Chemistry Olympiad

text: International Chemistry Olympiad The International Chemistry Olympiad (IChO) is an annual academic competition for high school students. It is one of the International Science Olympiads. The first IChO was held in Prague, Czechoslovakia, in 1968. The event has been held every year since then, with the exception of 1971. The delegations that attended the first events were mostly countries of the former Eastern bloc and it was not until 1980, the 12th annual International Chemistry Olympiad, that the event was held outside of the bloc in Austria. Up to 4 students for each national team compete around July in both

title: International Geography Olympiad

text: Geography Olympiads (CERIGEO). Since 2013, the International Geography Olympiad, in concordance with the other Olympiads, has been held on a yearly basis. At the most recent iGeo, held in Quebec City, Canada between July and August 2018, there were 43 participating countries. The next Olympiad is the 2019 iGeo, which will be held in Hong Kong, China in August 2019. The participating countries and regions in the 2018 International Geography Olympiad are: </div> The names used are the standard names officially used by the International Geographical Union, based on the roster list for the 2017 International Geography Olympiad in Belgrade.

title: Bulletin of the American Mathematical Society

text: Bulletin of the American Mathematical Society The Bulletin of the American Mathematical Society is a quarterly mathematical journal published by the American Mathematical Society. It publishes surveys on contemporary research topics, written at a level accessible to non-experts. It also publishes, by invitation only, book reviews and short "Mathematical Perspectives" articles. It began as the "Bulletin of the New York Mathematical Society" and underwent a name change when the society became national. The Bulletin's function has changed over the years; its original function was to serve as a research journal for its members. The Bulletin is indexed in Mathematical Reviews,

title: The Mathematical Diary

text: The Mathematical Diary The Mathematical Diary was an early American mathematical journal and mathematics magazine, published between 1825 and 1833. The "Mathematical Diary" was founded by Robert Adrain at Columbia College (now Columbia University) after two unsuccessful attempts, in 1808 and 1814, to start a more purely academic mathematics journal, "The Analyst, or, Mathematical Museum". The "Mathematical Diary" contained, in addition to some serious mathematics, articles of general interest such as mathematical puzzles aimed at the amateur problem-solver, which may have helped it attract more laypeople as subscribers and contributed to its greater longevity. Adrain edited the first four issues;

title: International Linguistics Olympiad

text: theoretical, mathematical and applied linguistics – phonetics, morphology, semantics, syntax, sociolinguistics, etc. – which must be solved in six hours. The team contest has consisted of one extremely difficult and time-consuming problem since the 2nd IOL. Teams, which generally consist of four students, are given three to four hours to solve this problem. Like nearly all International Science Olympiads, its problems are translated and completed in several languages and as such must be written free of any native language constraints. However, unlike other olympiads, the translations are provided by the multilingual Problem Committee, a body of experts independent of the

title: Indian National Mathematical Olympiad

text: Indian National Mathematical Olympiad The Indian National Mathematical Olympiad (INMO) is a high school mathematics competition held annually in India since 1989. It is the second tier in the Indian team selection procedure for the International Mathematical Olympiad and is conducted by the Homi Bhabha Centre for Science Education (HBCSE) under the aegis of the National Board of Higher Mathematics (NBHM). The INMO is conducted by the MO Cell which is held on the third Sunday of January at 30 centers across the country. Prospective candidates first need to write the Regional Mathematical Olympiad(known as RMO) of their respective state

title: International Centre for Mathematical Sciences

text: International Centre for Mathematical Sciences The International Centre for Mathematical Sciences (ICMS) is a mathematical research centre based in Edinburgh. According to its website, the Centre is "designed to bring together mathematicians and practitioners in science, industry and commerce for research workshops and other meetings." The Centre was jointly established in 1990 by the University of Edinburgh and Heriot-Watt University, under the supervision of Professor Elmer Rees, with initial support from Edinburgh District Council, the Scottish Development Agency and the International Centre for Theoretical Physics. In April 1994 the Centre moved to 14 India Street, Edinburgh, the birthplace of James

title: Mathematical Grammar School

text: get well-deserved public recognition for their work and the results, 2010 year's award winners were declared. In the category of science, the winner of a Grand Prize was Luka Milićević, and the winner of Erste Bank Prize in the field of natural and technical sciences and technology was Dušan Milijančević. Both students are final year students of D-division of Mathematical Grammar School. At Microsoft's Imagine Cup, students of Mathematical Grammar School were in finals, among top 6 teams in the world. Other numerous medals from the Balkans Olympiads in Mathematics, Physics and Informatics are being won every year. The Men

title: International Mathematical Union

text: mathematical activities, considered likely to contribute to the development of mathematical science in any of its aspects, whether pure, applied, or educational. The IMU was established in 1920, but dissolved in September 1932 and then re-established 1950 de facto at the Constitutive Convention in New York, de jure on September 10, 1951, when ten countries had become members. The last milestone was the General Assembly in March 1952, in Rome, Italy where the activities of the new IMU were inaugurated and the first Executive Committee, President and various commissions where elected. In 1952 the IMU was also readmitted to the

text: Science Citation Index, ISI Alerting Services, CompuMath Citation Index, and Current Contents/Physical, Chemical & Earth Sciences. Bulletin of the American Mathematical Society The Bulletin of the American Mathematical Society is a quarterly mathematical journal published by the American Mathematical Society. It publishes surveys on contemporary research topics, written at a level accessible to non-experts. It also publishes, by invitation only, book reviews and short "Mathematical Perspectives" articles. It began as the "Bulletin of the New York Mathematical Society" and underwent a name change when the society became national. The Bulletin's function has changed over the years; its original function was

title: British Mathematical Olympiad

text: British Mathematical Olympiad The British Mathematical Olympiad (BMO) forms part of the selection process for the UK International Mathematical Olympiad team. It is organised by the British Mathematical Olympiad Subtrust, which is part of the United Kingdom Mathematics Trust. There are two rounds, the BMO1 and the BMO2. The first round of the BMO is held in December, and from 2006 is an open entry competition, costing £17 to enter. However, this fee is waived for those who (1) achieve the qualifying mark in the Senior Mathematical Challenge and (2) are British citizens, or will have studied for 3 full

text: was embodied the complete plan for organization, was submitted to each National Suffrage Association, and delegates to the Berlin meeting were to come with the advice and instruction of their respective societies. First Conference of the International Woman Suffrage Alliance First Conference of the International Woman Suffrage Alliance was held in 1902 in Washington D.C. to consider the feasibility of organizing an International Woman Suffrage Association. First Meeting In 1902, the National-American Woman Suffrage Association invited all National woman suffrage organizations which existed at that date, to send an accredited delegate to attend a mass meeting which should be held

title: International Mathematical Olympiad

text: Tao also holds the distinction of being the youngest medalist with his 1986 bronze medal, alongside 2009 bronze medalist Raúl Chávez Sarmiento (Peru), at the age of 10 and 11 respectively. Representing the United States, Noam Elkies won a gold medal with a perfect paper at the age of 14 in 1981. Note that both Elkies and Tao could have participated in the IMO multiple times following their success, but entered university and therefore became ineligible. The current ten countries with the best all-time results are as follows: International Mathematical Olympiad The International Mathematical Olympiad (IMO) is an annual six-problem

title: International Society for Mathematical Sciences

text: magazine, "Kaiho", and a monthly newsletter, "Notices from the ISMS". International Society for Mathematical Sciences The International Society for Mathematical Sciences is a mathematics society, primarily based in Japan. It was formerly known as the Japanese Association of Mathematical Sciences, and was founded in 1948 by Tatsujiro Shimizu. The ISMS publishes a bimonthly scientific journal, "Scientiae Mathematicae Japonicae" (), which was formed in 2001 from the merger of two journals previously published by the same society, "Mathematica Japonica", founded in 1948, and "Scientiae Mathematicae", which published nine issues over three volumes in 1998, 1999, and 2000. In addition the ISMS

text: International Society for Mathematical Sciences The International Society for Mathematical Sciences is a mathematics society, primarily based in Japan. It was formerly known as the Japanese Association of Mathematical Sciences, and was founded in 1948 by Tatsujiro Shimizu. The ISMS publishes a bimonthly scientific journal, "Scientiae Mathematicae Japonicae" (), which was formed in 2001 from the merger of two journals previously published by the same society, "Mathematica Japonica", founded in 1948, and "Scientiae Mathematicae", which published nine issues over three volumes in 1998, 1999, and 2000. In addition the ISMS holds an annual meeting and publishes a Japanese language mathematics

title: International Mathematical Union

text: the business of the Union. The EC consists of the President, two Vice-Presidents, the Secretary, six Members-at-Large, all elected for a term of four years, and the Past President. The EC is responsible for all policy matters and for tasks, such as choosing the members of the ICM Program Committee and various prize committees. Every two months IMU publishes an electronic newsletter, "IMU-Net", that aims to improve communication between IMU and the worldwide mathematical community by reporting on decisions and recommendations of the Union, major international mathematical events and developments, and on other topics of general mathematical interest. IMU Bulletins

title: International Mathematical Olympiad

text: in its own right. For high scorers in the final competition for the team selection, there also is a summer camp, like that of China. In countries of the former Soviet Union and other eastern European countries, a team has in the past been chosen several years beforehand, and they are given special training specifically for the event. However, such methods have been discontinued in some countries. In Ukraine, for instance, selection tests consist of four olympiads comparable to the IMO by difficulty and schedule. While identifying the winners, only the results of the current selection olympiads are considered. The

text: International Mathematical Olympiad selection process This article describes the selection process, by country, for entrance into the International Mathematical Olympiad. The International Mathematical Olympiad (IMO) is an annual mathematics olympiad for students younger than 20 who have not started at university. Each year, participating countries send at most 6 students. The selection process varies between countries, but typically involves several rounds of competition, each progressively more difficult, after which the number of candidates is repeatedly reduced until the final 6 are chosen. Many countries also run training events for IMO potentials, with the aim of improving performance as well as

title: Soviet Student Olympiads

text: school curriculum such as Mathematics, Physics, Chemistry, Biology, and others. These Olympiads had several levels based on Soviet Union's administrative structure. These were: School, District ("Raion"), City, Regional ("Oblast"), Republican and All-Union contests. These competitions were organized separate for every school grade. Depending on the subject and geographical region the highest round of the Olympiads varied from the All-Union level in Mathematics, Physics, and Chemistry to the Regional level in some other disciplines. In addition, at certain time Moscow carried out joint "Olympiads in Linguistics and Mathematics" (Олимпиада по языкознанию и математике). After each such Olympiad its problems were printed

text: Clerk Maxwell and home of the James Clerk Maxwell Foundation. In 2010 it relocated to 15 South College Street to accommodate larger events. The current scientific director (appointed in 2016) is Professor Paul Glendinning. International Centre for Mathematical Sciences The International Centre for Mathematical Sciences (ICMS) is a mathematical research centre based in Edinburgh. According to its website, the Centre is "designed to bring together mathematicians and practitioners in science, industry and commerce for research workshops and other meetings." The Centre was jointly established in 1990 by the University of Edinburgh and Heriot-Watt University, under the supervision of Professor Elmer

text: Vietnam TST will be the 6 competitors for IMO. There are two math associations: ATCCM (Association Tunisienne de Culture et Competitions Mathematique) and ATSM(Association Tunisienne des Sciences Mathematiques) . Each one has its own tests and have the right to choose 3 competitors for IMO. International Mathematical Olympiad selection process This article describes the selection process, by country, for entrance into the International Mathematical Olympiad. The International Mathematical Olympiad (IMO) is an annual mathematics olympiad for students younger than 20 who have not started at university. Each year, participating countries send at most 6 students. The selection process varies between

title: Mathematical Olympiad Program

text: Mathematical Olympiad Program The Mathematical Olympiad Program (abbreviated MOP, formerly called the Mathematical Olympiad Summer Program, abbreviated MOSP) is an intensive summer program held at Carnegie Mellon University. The main purpose of MOP, held since 1974, is to select and train the six members of the U.S. team for the International Mathematical Olympiad (IMO). Students qualify for the program by taking the United States of America Mathematical Olympiad (USAMO). The top twelve American scorers from all grades form the "black" group. The approximately eighteen next highest American scorers among students from 11th grade and under form the "blue" group. In

title: International Geography Olympiad

text: to get to know their fellow students and explore the host city. The International Geography Olympiad is organised by the International Geographical Union (IGU) Olympiad Task Force, who produce tests with reference to the local organisers and the international board. After the first iGeo in 1996, it was recommended that the competition was held biennially. Due to the competition growing in popularity, since 2012 the competition has been held annually, rather than biennially, as is the case with the other large International Science Olympiads. During the 1994 Congress of the International Geographical Union (IGU) in Prague, people from Poland and

title: Nairi Sedrakyan

text: Nairi Sedrakyan Nairi Sedrakyan (born 1961 in Ninotsminda, USSR) is an Armenian mathematician involved in national and international Olympiads of mathematics, having been the president of the Armenian Mathematics Olympiads, the Leader of Armenian IMO Team, a jury member and problem selection committee member of the International Mathematical Olympiad, a jury member and problem selection committee member of the Zhautykov International Mathematical Olympiad (IZhO), a jury member and problem selection committee member of the International Olympiad of Metropolises, the president of the International Mathematical Olympiad Tournament of the Towns. He has also authored a large number of problems proposed in