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49-578: The International Linguistics Olympiad ( IOL ) is one of the International Science Olympiads for secondary school students . 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

98-453: A body of experts independent of the delegates' team leaders. Because competitors could gain some advantage if they are familiar with one or more of the language groups which are the subject of some of the assignments, problems are increasingly based on some of the world's lesser known languages. Fortunately, with more than 6,000 languages spoken world-wide (not including so-called dead languages ) there are plenty to choose from. The committee has

147-509: A group of worldwide annual competitions in various areas of the formal sciences , natural sciences , and social sciences . The competitions are designed for the 4-6 best high school students from each participating country selected through internal National Science Olympiads, with the exception of the IOL, which allows two teams per country, the IOI, which allows two teams from the hosting country, and

196-538: A policy of not using artificial or fictional languages for its problems. The presence of an independent Problem Committee and Jury means that team leaders do not have to be experts in the field (though most are): they can (and often do) work closely with their teams, providing last-minute coaching throughout the week of the competition. In any case, the most helpful ability is analytic and deductive thinking, as all solutions must include clear reasoning and justification. The concept of self-sufficient linguistics problems

245-454: Is to create tasks based on material from languages unfamiliar to the students. Of course, it is more challenging to craft such problems, since all the essential specific facts necessary for solving the task must somehow be presented in the problem data. However, in this case, students only need an understanding of the properties of language in general. Following the publication, the then student Alfred Zhurinsky  [ ru ] proposed to

294-540: The 100 most influential books from Georgian ( Kartvelian ) written in the 9th century Nuskhuri script. The 12th IOL was held from July 21 to 25, 2014, at the Beijing Language and Culture University , Beijing , China – for the first time on the Asian continent . Chaired by Jiang Yuqin, it received 39 teams from 28 countries, with Pakistan and Ukraine sending teams for the first time. The Problem Committee

343-735: The Besleney dialect of Kabardian ( Abkhaz-Adyghe ), Soundex , Wambaya ( West Barkly ) syntax and the rules of Somali ( Afroasiatic ) poetry. The team problem involved using extracts from a monolingual Northern Sotho ( Bantu ) dictionary to build a grammar and lexicon of the language. The 14th IOL was held from July 25 to 29, 2016, at the Infosys Development Center in Mysore , India . Chaired by Dr. Monojit Choudhury and Dr. Girish Nath Jha, it received 44 teams from 31 countries, with Nepal and Sri Lanka sending teams for

392-729: The Kangxi Emperor 's Imperially Commissioned Mirror of the Manchu Language for analysis, with tasks involving matching sentences in Old and Modern Manchu to their respective translations as well as writing in the Manchu script . The 20th IOL was held from July 24 to July 28, 2023 in Bansko , Bulgaria , for the fourth time in this country. Chaired by Aleks Velinov, it received 51 teams from 37 countries, with Philippines competing for

441-659: The Khom script and Madak ( Meso-Melanesian ) morphophonology. The team problem involved establishing correspondences between 87 emojis and their descriptions in Indonesian ( Austronesian ). The 16th IOL was held from July 26 to 30, 2018, at the Czech University of Life Sciences in Prague , Czech Republic . Chaired by Vojtěch Diatka, it received 49 teams from 29 countries, with Malaysia and Denmark competing for

490-401: 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,

539-466: The Humanities ). The five problems at the individual contest concerned Jacob Linzbach 's "Transcendental algebra" writing system, Egyptian Arabic ( Afroasiatic ), Basque ( Isolate ), Adyghe ( Northwest Caucasian ), and French ( Indo-European ). The team contest consisted of three problems, on Tocharian ( Indo-European ), the use of subscripts as indices, and on performative verbs. The 2nd IOL

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588-511: The IJSO, which is designed for junior secondary students. Early editions of the first Olympiads were limited to the Eastern Bloc , but later they gradually spread to other countries. The Olympiads themselves are separate competitions each with its own organizing body, even though they are loosely grouped together as "ISOs". The aims of each ISO are to promote a career in science; to challenge

637-700: The Moscow Linguistic Olympiad successfully competed in Bulgaria and vice versa, demonstrating good potential for international cooperation in the field. With the multiplication of initiatives, the organizers of the different olympiads decided to organize, in 2003, the First International Olympiad in Theoretical, Mathematical, and Applied Linguistics , with six participating countries: The first edition of IOL then

686-553: The Northern Territory. The 21st IOL was held from July 23 to July 31, 2024 at the Universidade de Brasília , Brasília , Brazil , which was the first time the contest was held in the southern hemisphere. Chaired by Bruno L'Astorina, it received 206 contestants in 52 teams from 38 countries, with Iran and Malta competing for the first time. The Problem Committee was chaired by Andrey Nikulin. The five problems at

735-406: The beginnings of what later became computational linguistics . In 1963, Andrey Zaliznyak published a book called Linguistics problems (Лингвистические задачи), explaining in the introduction: Specially crafted problems can serve as an important tool for teaching the fundamental principles and methods of linguistics. In existing collections, the material used for problems is often drawn from

784-504: The brightest students from around the world; and to compare the various teaching systems of each country. Although the competitions are aimed for secondary school pupils, the standards of the exams are extremely high. Science Olympiads are international student competitions. There are 12 commonly recognized International Science Olympiads: Vladimir Uspensky He is the younger brother of Alexander Uspenski . GP: Grand Prix ; JGP: Junior Grand Prix This article about

833-599: The connection between Sursilvan and Engadine dialects in Romansh ( Western Romance ). The team problem involved translating extracts from a monolingual Mongolian ( Mongolic ) dictionary. The 9th IOL was held from July 25 to 30, 2011, at the Carnegie Mellon University , Pittsburgh , USA - the first time outside of Europe. Chaired by Lori Levin, it received 27 teams from 19 countries, including Brazil , Canada, United Arab Emirates and Vietnam for

882-494: The difference between the language's male and female registers and establishing their relationships with Kari'ña ( Cariban ) and Lokono (Arawakan), respectively. The 19th IOL was held from July 25 to 29, 2022 at King William's College in Castletown , Isle of Man . Chaired by Rob Teare, it received 46 teams from 32 countries, with Moldova , Switzerland and Thailand competing for the first time. The Problem Committee

931-496: The facts of students' native language or the most well-known European languages. While such tasks are undoubtedly beneficial, they often suffer from the disadvantage that it is challenging to separate the linguistic task itself (which requires nothing but understanding the basic linguistic principles) from testing specific knowledge of the language under consideration. The best (though not the only) way to get rid of that second element, which doesn't directly relate to general linguistics,

980-565: The first time. In that year, it was decided that each country can send one or two teams, consisting of four students each, with the first team's costs fully covered by the host country. Also, the host country could send a third team. The Problem Committee was chaired by Dmitry Gerasimov. The five problems at the individual contest were in Braille , Movima ( Isolate ), Georgian ( Kartvelian ), Ndom ( Trans-New Guinea ), and correspondences between Turkish and Tatar ( Turkic ). The team problem

1029-680: The first time. The Problem Committee was chaired by Aleksejs Peguševs  [ et ] . The five problems at the individual contest concerned Ekari ( Paniai Lakes ) numerals, Zuni ( Isolate ) semantics with special focus on food, Kilivila ( Oceanic ) morphosyntax, Agbirigba (a cant language ) and its derivation from the Ogbakiri dialect of Ikwerre ( Atlantic-Congo ), and Rikbaktsa ( Macro-Jê ) morphology. The team problem involved matching sentences in passages written in Garifuna ( Arawakan ) with its translations, as well as acknowledging

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1078-419: The first time. The Problem Committee was chaired by Adam Hesterberg. The problems of the individual contest required reasoning about Faroese ( Germanic ) orthography, Menominee ( Algic ) morphology, Vai ( Mande ) syntax, Nahuatl ( Uto-Aztecan ) semantics and the structure of the barcode language EAN-13 . The team contest involved the rules and structure of Sanskrit ( Indo-Aryan ) poetry. The 10th IOL

1127-573: The first time. The Problem Committee was chaired by Boris Iomdin. The five problems at the individual contest were about spatial deictics in Aralle-Tabulahan ( Austronesian ), Luwian hieroglyphic script ( Indo-European ), Kunuz Nubian ( Eastern Sudanic ) morphosyntax, Iatmül ( Sepik ) semantics and Jaqaru ( Aymaran ) morphology. The team problem involved matching over 100 utterances in Taa ( Tuu ) to their IPA transcriptions . The 15th IOL

1176-562: The first time. The Problem Committee was chaired by Maria Rubinstein. The five problems at the individual contest concerned Creek ( Muskogean ) stress, Hakhun ( Sal ) morphosyntax, Terêna ( Arawakan ) phonology, counting in Mountain Arapesh ( Torricelli ) and kinship in Akan ( Atlantic-Congo ). The team problem examined phonological correspondences among the three Jê languages Mẽbêngôkre , Xavante and Krĩkatí . The 17th IOL

1225-588: The first time. The Problem Committee was chaired by Milena Veneva. The five problems at the individual contest concerned Guazacapán Xinka (a language of Guatemala with now no living native speakers), Apurinã ( Arawak ) morphosyntax, Coastal Marind ( Papuan ) morphosyntax, Plains Cree ( Algonquian ) verb morphology and the numbering system of Supyire spoken in Mali . The team problem presented extracts from Chester S. Street's dictionary of Murrin-patha , an Australian Aboriginal language spoken by over 2,000 people in

1274-613: The five individual problems covered: numerals in the Sulka language ( Isolate ), Maninka and Bamana ( Mande ) languages in the N'Ko and Latin scripts, traditional Burmese ( Sino-Tibetan ) names and their relation with dates of birth, stress position in Old Indic ( Indo-Aryan ) and the relation between grammar and morphology in classical Nahuatl ( Uto-Aztecan ). The team problem was in Vietnamese ( Austroasiatic ). The 8th IOL

1323-649: The individual contest concerned Koryak morphology, Hadza syntax and morphology, kinship terms in Kómnzo , semantics in Dâw , and male-female diglossia in Yanyuwa . The team problem involved lexicostatistics , Dolgopolsky 's consonant classes, and the "StarlingNJ" algorithm to compute language family trees and stability indices based on lexicostatistical distance. The 22nd IOL is expected to be held in Taipei , Taiwan , in

1372-549: The individual contest concerned Yonggom ( Ok ) morphosyntax, Yurok ( Algic ) colours, Middle Persian ( Iranian ) written in Book Pahlavi script , West Tarangan ( Aru ) reduplication and Nooni ( Beboid ) morphosyntax and day names. The team problem involved the symbol notation used by judges in rhythmic gymnastics . The 18th IOL was scheduled to take place from July 20 to 24, 2020, in Ventspils , Latvia . Due to

1421-673: The individual contest were in Kayapo , Latin , English, Lakhota and Chuvash . The team problem was in Armenian . The 3rd IOL was held from August 8 to 12, 2005, in Leiden , Netherlands. Organized by a Local Committee composed by Alexander Lubotsky , Michiel de Vaan, Alwin Kloekhorst, Jesca Zweijtzer and Saskia Tiethoff, it had the participation of 13 teams from 9 countries, Finland and Romania for their first time. The Problem Committee

1470-488: The mathematics professor Vladimir Uspensky the creation of a high-school olympiad using such problems. Thus, in 1965, the first edition of the Moscow's Traditional Olympiad on Linguistics and Mathematics was held, with an Organizing Committee composed by Uspensky (president), Igor Miloslavsky , Alexander Kibrik and Anna Polivanova  [ ru ] . The Problem Committee consisted of Zhurinsky (the author of most of

1519-425: 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 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

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1568-468: The problems) and Zaliznyak, plus Boris Gorodetsky (president), Alexandra Raskina and Victor Raskin . The Moscow Olympiad was held regularly until 1982 and resumed again in 1988, being still held nowadays. In the next decades, olympiads using the format of self-sufficient linguistics problems started to appear in different regions: After the foundation of the Bulgarian olympiad, teams of winners of

1617-1721: The second half of July 2025. The different editions of IOL can be summarized on the following table: Boris Turovsky [REDACTED] Eddin Najetović [REDACTED] Maria Skhapa [REDACTED] Ivan Dobrev [REDACTED] Alexander Piperski [REDACTED] Ralitsa Markova [REDACTED] Todor Chervenkov [REDACTED] Tsvetomila Mihaylova [REDACTED] Tymon Słoczyński [REDACTED] Xenia Kuzmina [REDACTED] Alexei Nazarov [REDACTED] Margus Niitsoo [REDACTED] Natalja Hartsenko [REDACTED] Nikita Medyankin [REDACTED] Sophia Oskolskaya [REDACTED] Tsvetomila Mihaylova [REDACTED] Alexander Piperski [REDACTED] Ivaylo Grozdev [REDACTED] Ivaylo Dimitrov [REDACTED] Pavel Sofroniev [REDACTED] Eleonora Glazova [REDACTED] Mihail Minkov [REDACTED] Daniil Zorin [REDACTED] Sergey Malyshev [REDACTED] Alexander Daskalov [REDACTED] Nikita Medyankin [REDACTED] Diana Aitai [REDACTED] Paweł Świątkowski [REDACTED] Łukasz Cegieła [REDACTED] Mihail Minkov [REDACTED] Arseniy Vetushko-Kalevich [REDACTED] Sander Pajusalu [REDACTED] Teele Vaalma [REDACTED] Angel Naydenov [REDACTED] Yordan Mehandzhiyski [REDACTED] Elizaveta Rebrova [REDACTED] Maria Kholodilova [REDACTED] Hanzhi Zhu [REDACTED] Milan Abel Lopuhaa [REDACTED] International Science Olympiad The International Science Olympiads are

1666-494: The widespread COVID-19 pandemic , the International Board of the IOL decided to postpone the event to July 19 to 23, 2021, on which it was successfully held. The competition was held remotely in the respective countries of each team, the first and so far only time that this mode of competition was adopted at the IOL. Chaired by Vladimir Litvinsky, it received 54 teams from 34 countries, with Azerbaijan competing for

1715-521: Was about correspondences between Mandarin and Cantonese ( Sinitic ) using the fanqie system. The 7th IOL was held from July 26 to 31, 2009, at the University of Wrocław , Wrocław , Poland. Chaired by Michał Śliwiński, it received 23 teams from 17 countries, with Australia, United Kingdom, India and Ireland sending teams for the first time. The Problem Committee was chaired by Todor Tchervenkov ( University of Lyon , France). The subject matter of

1764-702: Was chaired by Alexander Berdichevsky. The five problems at the individual contest were in Lakhota ( Siouan ) syntax, Catalan ( Romanic ) plural forms, Khmer ( Austroasiatic ) script, Udihe ( Tungusic ) possessives and Ngoni ( Bantu ) syntax. The team problem was in American Sign Language . The 5th IOL was held from July 31 to August 4, 2007, at the Hotel Gelios, Saint Petersburg , Russia. Chaired by Stanislav Gurevich, it received 15 teams from 9 countries; Spain , Sweden and USA came for

1813-523: Was chaired by Ksenia Gilyarova. The five problems at the individual contest were in Tzotzil , Lango , Mansi , Yoruba and Lithuanian . The team problem was in Figuig . The 4th IOL was held from August 1 to 6, 2006, at the University of Tartu , Tartu , Estonia. Chaired by Renate Pajusalu, it received also 13 teams from 9 countries, with Lithuania sending a team for the first time. The Problem Committee

1862-485: Was chaired by Samuel Ahmed. The five problems at the individual contest concerned Ubykh ( Abkhaz-Adyghe ) morphophonology, the semantics and morphophonology of Alabama ( Muskogean ) verbs, Nǀuuki ( Tuu ) syntax, Arabana ( Pama-Nyungan ) kinship, and phonological changes and tonogenesis in two daughter languages of Proto-Chamic , Phan Rang Cham and Tsat . The team problem presented extracts in 17th and 18th century Manchu ( Tungusic ) from Cheong-eo Nogeoldae and

1911-498: Was chaired by Tae Hun Lee. The five problems at the individual contest were about Benabena ( Trans-New Guinea ) morphology, Kiowa ( Tanoan ) morphophonology, Tangut ( Tibeto-Burman ) kinship, Engenni ( Niger-Congo ) syntax, and Gbaya ( Niger-Congo ). The team problem involved matching the articles of the Universal Declaration of Human Rights to their translations in Armenian ( Indo-European ). The 13th IOL

1960-580: Was formulated in the 1960s, in the intellectual environment of the recently-founded Department of Theoretical and Applied Linguistics (OTiPL) of the Moscow State University . Moscow linguists in this environment were specially interested in understanding and modelling the formal and mathematical aspects of the natural languages; they were hatching things like the meaning-text theory , the Moscow School of Comparative Linguistics and

2009-555: Was held from August 2 to 6, 2004, in the Russian State University for the Humanities (RSUH), in Moscow , Russia. Chaired by Vladimir Alpatov, it gathered seven countries, with the first participation of Poland and Serbia and Montenegro . The Problem Committee was chaired by Elena Muravenko; in addition to Berdichevsky, Derzhanski, and Iomdin, it also included Ksenia Gilyarova and Maria Rubinstein. The five problems at

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2058-566: Was held from July 19 to 24, 2010, at Östra Real Hostel, Stockholm , Sweden. Chaired by Hedvig Skigård, it received 26 teams from 18 countries, including first time for Norway and Singapore. The Problem Committee was chaired by Alexander Piperski. The individual contest consisted of five problems covering: relations between various verb forms in Budukh ( Northeast Caucasian ), the Drehu ( Oceanic ) counting system, Blissymbolics , mRNA coding , and

2107-522: Was held from July 20 to 24, 2015, at the American University in Bulgaria , Blagoevgrad , Bulgaria. Chaired by Aleksandar Velinov, it received 43 teams from 29 countries, with Bangladesh , France and Kazakhstan sending teams for the first time. The Problem Committee was chaired by Bozhidar Bozhanov . The five problems at the individual contest were about Nahuatl ( Uto-Aztecan ) and Arammba ( South-Central Papuan ) numbers, morphology in

2156-724: Was held from July 22 to 26, 2013, at the Manchester Grammar School , Manchester , UK. Chaired by Neil Sheldon, it received 35 teams from 26 countries, including first time teams from Isle of Man , Taiwan and Turkey . The Problem Committee was chaired by Stanislav Gurevich. The five problems at the individual contest were about Yidiny ( Pama-Nyungan ) morphology, Tundra Yukaghir ( Yukhagir ) semantics, Pirahã ( Mura ) phonology, Muna ( Austronesian ) syntax, and telepathy based on English . The team problem involved translating Martin Seymour-Smith 's list of

2205-634: Was held from July 29 to August 2, 2019 at the Hankuk University of Foreign Studies in Yongin , South Korea . Chaired by Minkyu Kim and Yoojung Chae, it received 53 teams from 35 countries, with Hong Kong , Uzbekistan and Colombia competing for the first time. This year was also the first edition of the Asia Pacific Linguistics Olympiad (APLO). The Problem Committee was chaired by Tae Hun Lee. The five problems at

2254-713: Was held from July 29 to August 4, 2012, at the University of Ljubljana , Ljubljana , Slovenia. Chaired by Mirko Vaupotic, it received 34 teams from 26 countries, first time for China, Greece, Hungary , Israel and Japan. The Problem Committee was chaired by Ivan Derzhanski. The five problems at the individual contest were in Dyirbal ( Pama-Nyungan ) syntax, Umbu-Ungu ( Trans-New Guinea ) numbers, Basque ( Isolate ) pronouns, Teop ( Austronesian ) syntax, and Rotuman ( Austronesian ) semantics. The team problem involved recognizing country names in Lao language ( Tai-Kadai ). The 11th IOL

2303-600: Was held from July 31 to August 4, 2017, at Dublin City University in Dublin , Ireland . Chaired by Dr. Cara Greene, it received 43 teams from 27 countries, with Canada sending a Francophone team for the first time. The Problem Committee was chaired by Hugh Dobbs. The five problems at the individual content were about Berom ( Plateau ) numbers, Abui ( Timor-Alor-Pantar ) possessives and semantics, Kimbundu ( Bantu ) morphosyntax, Jru' ( Austroasiatic ) written in

2352-800: Was in Hawaiian ( Polynesian ) and focused on genealogical terms . The 6th IOL was held from August 4 to 9, 2008, at the Sunny Beach Resort, Sunny Beach , Bulgaria. Chaired by Iliana Raeva, it gathered 16 teams from 11 countries, including the first time for Germany, Slovenia and South Korea . The Problem Committee was chaired by Ivan Derzhanski. The five individual problems were in Micmac ( Algonquian ), Old Norse ( North Germanic ) poetry (specifically, drottkvætt ), Drehu and Cemuhî correspondences ( Oceanic ), Copainalá Zoque ( Mixe-Zoquean ), and Inuktitut ( Eskimo-Aleut ). The team problem

2401-607: Was realized from September 6 to 12, 2003, in the mountain resort Borovetz , Bulgaria , chaired by Alexander Kibrik from Moscow State University (MSU) and with the participation of six countries: Bulgaria, Czech Republic , Estonia , Latvia , Netherlands , and Russia . The first International Jury was composed of four people: Ivan Derzhanski (president) ( Institute for Mathematics and Informatics of Bulgarian Academy of Sciences ), Alexander Berdichevsky ( MSU ), Boris Iomdin ( Russian Language Institute ) and Elena Muravenko (Department for Russian Language, Russian State University for

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