MCM Problem A
MCM Problem B
MCM Problem C
ICM Problem D
ICM Problem E
ICM Problem F
International COMAP Scholarship Award Winners
2022 MCM
Problem A Results
Download the complete MCM Problem A results report (pdf)
The SEVEN Outstanding Winners of THE MCM (A) Problem are:
2209466 Beihang University, China
2207343 Harbin Institute of Technology, China — AMS Award
2209812 Huazhong University of Science and Technology, China
2216547 Huazhong University of Science and Technology, China — INFORMS Award
2200289 Southeast University, China
2210307 University of Electronic Science and Technology of China, China
2212245 Zhejiang University, China — SIAM Award
2226471 (Finalist) California Polytechnic State University, CA, USA — MAA Award
2212275 (Finalist) Zhejiang University, China — Ben Fusaro Award
2022 MCM
Problem B Results
Download the complete MCM Problem B results report (pdf)
The SIX Outstanding Winners of THE MCM (B) Problem are:
2200084 Shanghai University, China
2202748 Dalian Maritime University, China — INFORMS Award
2207864 Qingdao University of Technology, China
2211922 Chongqing University, China — Frank Giordano Award
2213970 Xi'an Jiaotong University, China — AMS Award & COMAP Scholarship Award
2228168 Hohai University, China — SIAM Award
2218415 (Finalist) New York University, NY, USA — MAA Award
2022 MCM
Problem C Results
Download the complete MCM Problem C results report (pdf)
The TEN Outstanding Winners of THE MCM (C) Problem are:
2200401 ShanghaiTech University, China — SIAM Award
2200688 South China University of Technology, China — INFORMS Award
2203120 Shaanxi University of Science & Technology, China
2204883 Beijing Institute of Technology, China
2208834 Tianjin University, China
2212336 Jiangxi University of Finance and Economics, China
2218743 University of International Business and Economics, China
2218931 Northwest University, China
2224507 Ningbo University of Finance & Economics, China — AMS Award
2229059 Columbia University, NY, USA — MAA Award & COMAP Scholarship Award
2219344 (Finalist) Nanjing University, China — ASA Award
2022 ICM
Problem D Results
Download the complete ICM Problem D results report (pdf)
The FOUR Outstanding Winners of the ICM (D) Problem are:
2208928 Beijing Normal University, China — Leonhard Euler Award
2215444 Northeastern University(CN), China — AMS Award
2218897 Southwest University, China — INFORMS Award
2224178 Nanjing Tech University, China — SIAM Award
2022 ICM
Problem E Results
Download the complete ICM Problem E results report (pdf)
The TEN Outstanding Winners of the ICM (E) Problem are:
2202171 Nanjing University of Information Science & Technology, China
2202666 Renmin University of China, China
2202838 South China University of Technology, China
2203489 Dalian University of Technology, China — AMS Award & COMAP Scholarship Award
2209336 South China Normal University, China
2216618 Tsinghua University, China
2218144 Hainan University, China — SIAM Award
2220714 Fuzhou University, China — INFORMS Award
2223269 Tongji University, China
2223495 Zhengzhou University, China — Rachel Carson Award
2226847 (Finalist) University of California, Los Angeles, CA, USA — MAA Award
2022 ICM
Problem F Results
Download the complete ICM Problem F results report (pdf)
The SEVEN Outstanding Winners of the ICM (F) Problem are:
2204803 Wuhan University, China
2208238 Southwest Jiaotong University, China
2209952 Renmin University of China, China — SIAM Award
2211240 Wuhan University, China — AMS Award
2218577 South China Normal University, China
2220722 University of International Business and Economics, China — Vilfredo Pareto Award
2224021 Renmin University of China, China — INFORMS Award
2218412 (Finalist) New York University, NY, USA — MAA Award & COMAP Scholarship Award
Now Available: View unabridged versions of all the 2022 MCM/ICM Outstanding Papers.
About MATHmodels.org Membership
For Teachers
Use the problems in our modeling database to enrich your class or conduct your own math team competitions.
Discover how our modeling resources can help you use mathematical modeling in your classroom.
For Students
Notify your teachers or professors about this Web Site and start the modeling tradition at your school.
Check back regularly to read the other student solutions that are posted.
Use our COMAP resources and modeling problems as quality references for your in-class presentations, extra credit, and other classroom projects.
