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Consortium for Mathematics and its Applications

Member Resources

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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This unit shows one way to analyze the results of a two-level factorial experiment. Students will learn how to: 1) us...
In this module the notions of precision (absolute error) and accuracy (relative error) are introduced in the context ...
A unit utilizing probability and statistics, applying EDA to the 1980 New York City Marathon. In this module both exp...
A unit that applies trigonometry to astronomy. This module demonstrates how trigonometry can be used to determine the...
A unit that applies finite mathematics to optimization focusing on the Chinese Postman Problem. This module introduce...
A unit that applies arithmetic to allied health. Upon completion of this module students should be able to: 1) calcul...
A unit that applies elementary statistics to population studies and data analysis. In this module, students learn by ...
A unit that relates circular functions to the topic of music. This module represents a simplified version of how soun...
This module provides an elemntary introduction to Eulerian and Hamiltonian graphs by modeling the Chinese Postman Pro...
This module involves applications of statistics. In this module three facets of random numbers are considered: ways t...
This module provides an investigation of digraphs, including the determination of the existence of paths from point A...
This module applies advanced calculus to astronomy and engineering. Five conceptually different techniques for findin...
A unit that involves inversion theory and Peaucellier linkage. Table of Contents: 1. INTRODUCTION 2. THE CIRCLE O...
This module applies geometry to the topic of navigation. It focuses on the navigational instrument, the sextant. Ta...
By an approach more geometrical than algebraic, this unit makes a quantitative understanding of relativistic kinemati...
This module involves methods of linear programming for students of mathematics and science. Table of Contents: 1. ...
A unit that involves pre-calculus in determining the size for a mussel culture farm in a tidal estuary based on local...
This module deals with the Volterra and Fredholm integral equations and their applications. In addition to problems t...
A predator-prey system involving whales and krill is modeled by a system of differential equations. Although the equa...
This module applies multivariable calculus to economics. Some of the models which economists have developed to show h...
This module applies linear algebra to computer science. Students will become familiar with probabilistic modelling of...
In this module, the Cantor set is used to construct a distribution that is not discrete or absolutely continuous. An ...
This module uses differential equations to analyze a vibrating spring by the complex method. The motions of a vibrati...
In this module six methods of congressional apportionment are explained and illustrated by simple examples and exerci...
In this module the derivative is reviewd, physically as an instantaneous rate of change, and geometrically as the slo...
This module is designed to help the students understand regression analysis. A model (using real data) is developed t...
In this module various assumptions about the growth in isolation of a single species are modeled and analyzed both gr...
This module gives some general comments about an overall strategy for analyzing data. It discusses certain general co...
This module presents a graphical method that is useful for displaying and comparing two sets of data. This method dis...
This module will explain the concepts of expected value, fixed-payoff, and pari-mutuel gambling. It will discuss gamb...
This module demonstrates how dimensional analysis can be incorporated in the various stages of the modeling process. ...
In this module two algorithms for allocating prime natural numbers are presented: 1) Sundaram's Sieve based upon a ta...
In this module the 1975 mayoral election in the city of Flint, Michigan is analyzed. True vote is estimated with an e...
This module relates analytical geometry and calculus with differential growth, Huxley's Allometric Formula, and sigmo...
This module is a solution to a restatement of a contest problem that had a major influence in correcting misconceptio...
EDITOR'S NOTE: This is the 4th edition of a Module that was originally published in Vol. 4, No. 3 of this Journal, in...

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