Asian Pacific Mathematics Olympiad
Regional olympiad for Asia-Pacific nations. 5 proof-based problems in 4 hours, serving as an important IMO preparation event.
Grade Levels
Grades 10-12 (Ages 15-19)
Format
Proof-Based · 5 questions · 4 hours
Scoring
0-7 per problem, maximum 35.
Participants
40+ countries
Established
1989
March
Second Monday of March
Registration
National mathematical societies
Prizes & Recognition
Gold, Silver, Bronze medals, Honorable Mention.
About This Competition
The Asian Pacific Mathematics Olympiad (APMO), founded in 1989, is a regional competition for Asia-Pacific countries. Each participating country administers the exam locally at the same UTC time. The competition features 5 proof-based problems in 4 hours and serves as an important selection and preparation event for many countries' IMO teams.
How to Prepare
Study Problems from the Asian-Pacific Region
APMO problems reflect styles from strong mathematical cultures (Japan, Korea, China). Practice with APMO archives and national olympiad problems from these countries.
Five Problems in Four Hours
APMO gives 4 hours for 5 proof problems. Aim to solve at least 2-3 completely. Start with the problem that feels most natural to your strengths.
Use AoPS APMO Archive and MathLinks
All past APMO problems with solutions are on AoPS. MathLinks forum discussions offer multiple solution approaches and insights from experienced competitors.
Compare Yourself Across the Asia-Pacific
APMO offers a benchmark against the strongest mathematical nations in the region. Use your results to identify which topics need more work before IMO selection.
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