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Consortium for Mathematics and its Applications

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COMAP offers members access to numerous mathematics and modeling programs, products, and materials in a variety of collections and formats. Our online library has more than 1500 resources. This page lists resources with most recent first. Please use the Search box or the filter options in the Find Resources menu to assist in locating desired products. For additional assistance or if you have questions, please don't hesitate to contact us.

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The relatively new field of bioinformatics is undergoing explosive growth. Even before the current impetus provided ...
Despite the advice of his advisor that he choose a more modest problem to solve for his dissertation, a young gradua...
One area of intense contemporary activity in applied mathematics is mathematical biology. Advances in the study of m...
Many people, in one context or another, are familiar with the "small world" phenomenon. You're sitting next to a str...
One of the goals of paleontology is to connect what we learn through fossil records of extinct animals' biology to t...
What might be a numerical fulcrum? Consider the sequence of consecutive positive integers 1, 2, 3, 4, 5, 6, 7, 8. ...
Take a glass of water at room temperature and cool it by a few degrees centigrade. Consider the changes in the water...
For a marine biologist strolling along the eastern coast of South America, finding some sea stars (popularly called ...
In the traditional trigonometry course, no problem is more time-honored than the tunnel problem. What is it? A compe...
Demonstrative mathematics, dating from the Early Greek Era, has a long and continuing history, and characterizes the...
What follows is a direct result of the work I have been doing over the past five years on a National Science Foundat...
In this issue of Consortium, we start a series of Henry's Notes that concern the interaction between a real-world si...
The following article was written by several students in my computer graphics class. I have added some diagrams and ...
A famous problem may have many solutions. The primary goal in any encounter with a challenging problem is that of so...
Little known facts often surface by an extended probing of the historical record. These may be revelations of subtle...
There's very little to smile about in algebra class. Or geometry, trigonometry, and whatever else may align with tha...
This article was produced as an assignment for a computer graphics course that I am currently teaching to high schoo...
Various proofs in the history of mathematics have necessitated an incredible number of steps. Some, because of step ...
Mathematical thinking about air defense is a subject whose acceptability varies a lot. But if you are willing to thi...
Great events in world history are not always acknowledged as such nor appreciated at the time of occurrence. It is o...
Beyond non-Euclidean geometries, one of the earliest encounters with completeness was that of the works of Georg Can...
When I have taught the unit on Social Choice, one of the questions that sometimes arises concerns the numbers used i...
Mathematics, throughout the many pages of history, has had its bright and dismal moments. Crises, some of major prop...
The question this time concerns the use of logarithms in mathematical modeling. You will argue that this is so commo...
Recreational mathematics, that branch of the discipline that refreshes one's spirit, is admittedly a difficult area ...
Number notions underlying the election of the president of the United States can be the source of many "what if " qu...
Time perspectives are often gained by various comparisons to the highly familiar. Landmark events in the eons of the...
Elementary applications for the mathematics of polynomials have historically tended to emphasize either the physics ...
The sending and deciphering of secret messages is today referred to as cryptology, a term stemming from a Greek work ...
One afternoon in May, 1982 I was watching on television as the New York Yankees hosted the Kansas City Royals at Yank...
Quite early in the classroom pursuit of Euclidean geometry, students learned how to construct the highly familiar ri...
One of my minor vices-some would call it an addiction-is that I am a collector. One of my collections is of lithograp...
This month's column deals with volumes of prisms and regular antiprisms and was inspired by some interesting results ...
Have you ever wondered about the geometry of tetrahedra? It would seem that there should be some fascinating results...
Many of the unsolved problems of today concern the question "How many?" Various number sets are obviously finite, su...
We begin with the following question: Isit possible to construct a perfect cubical box from six identical pieces of ...

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