Below you will find a list of MCM/ICM articles that cover topics such as:
- Contest preparation
- Contest history
- Contest experiences
MCM-ICM: Procedures and Tips for a Great Experience
MCM-ICM: Procedures and Tips for a Great Experience (Chinese)
The purpose of this article is to assist and guide students and advisors participating in The Mathematical Contest in Modeling (MCM) and The Interdisciplinary Contest in Modeling (ICM). In the article, COMAP, provides information about the administration of the contests, as well as tips to ensure your contest experience is smooth, satisfying, and enjoyable.
Teaching Modeling and
Advising a Team
Dept. of Mathematical and Statistical Sciences,
University of Colorado Denver
North Carolina School of Science and Mathematics
Taken from The UMAP Journal 37.2
A Short History of the
Interdisciplinary Contest in
Chris Arney, ICM Director, U.S. Military Academy
Taken from the book: The Interdisciplinary Contest in Modeling: Culturing Interdisciplinary Problem Solving
Problems Worth Solving: Mathematical Modeling Contests and Education
2015 NCTM Annual Meeting & Exposition, Solomon Garfunkel, COMAP Inc.
Background and History
of the MCM
Bernard (Ben) A. Fusaro, Florida State University
Go with What You Know
W. Garrett Mitchener, Duke University
A Junior College
in the First MCM
Alice Williams, James Madison University
The MCM Experience at the
University of Alaska
J.P. Lambert, University of Alaska Fairbanks
Experiencing the MCM at
Robert J. Henning, Northcentral Technical College
Ability, Training, Preparation
Anne M. Dougherty, University of Colorado
Making Math Exciting
James Allen Morrow, University of Washington
The Voice of Experience
UMAP Tools for Teaching 1994
Ten Years of MCM:
Reflections of a Coach
Thomas O’Neil, California Polytechnic State University
20 Years of Good Advice
COMAP Inc., The MCM at 21
Below you will find a list of COMAP materials that we think could be useful in your contest preparation.
Powered by COMAP content, Mathmodels.org has been reimagined as a new resource to make math modeling a year round activity. Teachers and students may use the materials found on this site to enrich their classes and help prepare students for mathematical modeling competitions. Click here to learn more.
the problems in our modeling database to enrich your
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Notify your teachers or professors about the Web Site
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Mathematical Modeling for the MCM/ICM Contests Volume 1
Mathematical Modeling for the MCM/ICM Contests Volume 1 is an exposition of the ideas, background knowledge, and modeling methodologies for solving the problems in the 2014 MCM/ICM contests. Problem A asks how to design rules to increase traffic throughput, Problem B asks how to rank the top coaches of a popular sport, and Problem C asks how to use networks to measure influence and impact.
This volume also presents a brief history of the MCM/ICM contests, offers ideas to help students prepare for the MCM/ICM contests, presents general modeling framework and methodologies, describes the judging procedure of the MCM/ICM papers, explains how to write attractive MCM/ICM papers, and presents a sample scheduling of tasks during the contest. A number of exercise problems are included to help students understand the materials presented in the book. Learn More
The Interdisciplinary Contest in Modeling: Culturing Interdisciplinary Problem Solving
The Interdisciplinary Contest in Modeling (ICM) completed its 16th contest in 2014 with 20,000 students having participated in the annual four-day contest since its inception. This volume presents the interesting history of the ICM contest, which includes descriptions of the 16 problems, listings and summaries of outstanding teams, demographics of contestants and their schools, and reflections and helpful advice articles by participants, advisors, judges, and directors. Articles describe how to prepare teams and how to develop modeling curricula along with discussions on the current interdisciplinary academic environment and related literature. The volume provides an insightful look at trends in educating future interdisciplinary modelers and problem solvers. Learn More
||The Modeling Resource CD-ROM offers mathematical modeling problems, sample solutions, and other resources suitable for instructors and students in modeling courses, advisors and team members in modeling competitions, and those who want to make mathematics courses more relevant. The problems are taken from the Mathematical Contest in Modeling (MCM), the Interdisciplinary Contest in Modeling, (ICM), the High School Contest in Modeling (HiMCM), and the Consortium column Everybody's Problems. Learn More
||MCM @ 21 CD-ROM
This special volume commemorates the second ten years of the Mathematical Contest in Modeling (MCM). With the 2005 contest, the MCM turned 21.
This volume contains all of the 20-problem set in the second ten years of the MCM. For each year, one Outstanding paper is included, together with abbreviated accompanying commentaries. Learn More
Below we have gathered together some websites that we hope you find useful in your contest preparation. If you would like to add your schools MCM/ICM contest webpage email us at email@example.com.
University of Washington
Sample MCM/ICM papers from the University of Washington
The Quest of the MCM
Conquering the Math Contest in Modeling
By Brian Camley, Pascal Getreuer, and Bradley Klingenberg
The Division of Applied Mathematics at Stellenbosch University has taken part in this competition for many years by enlisting one or two teams of three third year students every year.
The Mathematical Contest in Modeling
at the University of Puget Sound
Given that the Mathematical Contest in Modeling (MCM) held its first competition in 1984, the University of Puget Sound has a "long" tradition of participation.
COMAP Math Modeling Contest
at Eastern Oregon University
Eastern Oregon University contest website.
SIAM Award in the Mathematical Contest in Modeling
The SIAM Award in the Mathematical Contest in Modeling (MCM), established in 1988, is awarded to two of the teams judged "Outstanding" in the Mathematical Contest in Modeling (MCM), administered annually by the Consortium for Mathematics and Its Applications (COMAP). One winning team is chosen for each of the two problems (continuous and discrete) posed in the MCM.