BelMath — Belarus Olympiad Mathematics

Structured training programs, competitive contests, and verified archives, designed for students without access to elite coaching.

Training Tracks

Structured learning paths designed for students at every level of mathematical competition

Foundations

Master the fundamentals of algebra and combinatorics. This track covers essential problem-solving techniques, number theory basics, and geometric reasoning. Perfect for beginners or students preparing for their first regional stage.

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Regional Stage Prep

Comprehensive preparation for regional mathematics olympiads. Includes advanced algebra, geometry, number theory, and combinatorics problems with step-by-step solutions. Designed to bridge the gap between school curriculum and olympiad level.

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National Stage Prep

Advanced training for the national mathematics olympiad. Features challenging problems from past years, proof techniques, and strategic problem-solving approaches. For students aiming to compete at the highest level.

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Problem of the Week

Weekly challenge problems to enhance your problem-solving skills

Week 42
Problem: Let n be a positive integer. Prove that among any n + 1 integers, there exist two whose difference is divisible by n.

This Week's Leaderboard

  • 1
    Alex M.
    ✓ Solved
  • 2
    Maria K.
    ✓ Solved
  • 3
    Dmitry S.
    Partial

Past Years Archive

Browse verified problems and solutions from previous olympiads

For Organizers and Educators

Professional tools for contest organization and student assignment management

Contest Organization

Organize school or regional mathematics contests using our comprehensive platform. Configure problems, manage participants, and generate results automatically.

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Teacher Assignment Portal

Create custom problem sets for your students. Track progress, provide feedback, and build structured learning paths tailored to your classroom needs.

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BelMath by the Numbers

1,247
Problems in Bank
892
Solutions Reviewed
156
Schools Using BelMath
23
Regions Covered
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