Olimpiada.Ru
This site is for those who are interested in school olympiads, of any level. We began collecting information on olympiads many years ago; the site contains all one wants to know about current school olympiads in Russia.
The mathematical holiday
This is an annual event for middle school students that are interested in mathematics. It includes a problem solving competition for schoolchildren, lectures for their parents, mathematical games. Animated movies are demonstrated to the participants while their papers are being graded, and on the same day the winners are awarded.
The Lomonosov tournament
The Lomonosov tournament is held every year. To those who attend, competitions are offered in such areas as mathematics, physics, astronomy, Earth sciences, chemistry, biology, history, linguistics, and philology (it is possible to take part in several competitions). All schoolchildren are welcome, but the target audience is middle school. The aim of the tournament is to help the participants find out in what area they are interested and choose the direction of further study.
I. F. Sharygin geometry olympiad
This olympiad is named in memoriam I. F. Sharygin (1937–2004). It is held yearly, since 2005. The first round of the olympiad is by correspondence, the second round is oral.
Mathematical regattas
A mathematical regatta is a competition between teams of four high school students. It consists of four or five rounds; in each round, the teams are to present written solutions of a set of three mathematical problems.
The tournament of towns
The tournament of towns is an international math olympiad. The main accent in it is on the research rather than on the competition.
Winners of the tournament have advantage when entering universities.
Oral mathematical olympiads
Oral mathematical olympiads were resumed in 2002, when Moscow Center for Continuous Mathematical Education organized an oral olympiad for sixth and seventh-graders. Since then oral math olympiads in Moscow became traditional. Oral olympiads in geometry for high school students are now part of I.F.Sharygin geometry olympiad.
Moscow team olympiad
In this olympiad,, teams of schoolchildren compete. The competition is organized by Moscow school No 444 in the junior league (8th and 9th grades) and by Moscow school № 2 in the senior league (10th and 11th graders).
Объединённая межвузовская математическая олимпиада
С 2009 года для 11-классников по инициативе группы московских вузов проводится межвузовская олимпиада по математике; с 2011 года Олимпиада также проходит в Санкт-Петербурге и других городах. С 2009 года ОММО входит в Перечень олимпиад МОН РФ и ее дипломы могут официально учитываться при приеме в вузы (приказ МОН РФ №566 от 22.06.2022).
Московская командная олимпиада
по математике для 8–11 классов
Устная командная олимпиада по математике — это соревнование между командами школьников, основанное на решении и сдаче олимпиадных задач высокого уровня по математике.
Олимпиада проводится в двух лигах: младшей лиге (8 и 9 классы) и старшей лиге (10 и 11 классы).
Олимпиаду в младшей лиге организует школа 444. Опубликованы условия и решения задач, список призёров.
Олимпиаду в старшей лиге организует лицей «Вторая школа». Опубликованы условия и решения задач, список призёров.
Турнир имени А. П. Савина
Турнир имени А. П. Савина — это ежегодное лично-командное соревнование для школьников 5–8 классов, основу которого составляет турнир математических боёв. Изначально он был задуман как продолжение заочного конкурса «Математика 6–8» в журнале «Квант». До сих пор турнир более известен под неформальным названием «Летний турнир Кванта».