Mathematics Olympiad in Germany
Nationwide competition for mathematically interested students from grades 3 to 13 with four Olympiad rounds and medals and material prizes.
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Grant criteria
Funding objective
Support for mathematically gifted and interested students through a multi-stage competition cycle with school, regional, state, and national rounds, as well as opportunities to participate in the International Mathematical Olympiad.
Eligible to apply
- Educational Institutions
- Individuals
Funding requirements
- Participation in a school in Germany
- Registration via the respective state coordinator or school
- Grade levels 3 to 13
Documents required for application
- Registration form from the school
- Power of attorney from the school
Evaluation criteria
- Solution quality
- Mathematical understanding
- Creativity in solution approaches
Description
The Mathematics Olympiad in Germany offers talented and committed students from grades 3 to 13 a multi-stage competition that progresses from the school level to the international stage. Each year, around 200,000 participants face current tasks in the school, regional, state, and federal rounds that require not only calculation skills but also precise thinking, creative approaches, and solid subject knowledge. Prizes and awards include medals, material and cash prizes, as well as qualification for the selection competition for the International Mathematics Olympiad. Subject teachers receive the materials through the state coordinators; the school round begins annually at the start of the school year, with subsequent rounds taking place during the school year depending on the federal state.
The non-profit sponsor is the Verein Mathematik-Olympiaden e. V., which, in close cooperation with Bildung & Begabung and the Federal Ministry of Education and Research, is responsible for organization, grading, and evaluation. Participation requirements include registration through the school or the respective state coordinator and valid participation in grades 3 to 13 at a German educational institution. Evaluation criteria are problem-solving competence, mathematical understanding, and creativity in finding solutions. Funding is provided annually and enables students not only to receive top-level content support but also to engage in professional exchange and meet like-minded peers. The program especially supports mathematically interested young people, for whom the Olympiad offers exciting competition problems and sustainable impulses for their educational path.
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