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Schaum's Outline of Discrete Mathematics, 2nd ed.

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Applications of Discrete Mathematics, 4th ed. Discrete Mathematics in the Schools. A New Kind of Science. Renze, John and Weisstein, Eric W. Explore thousands of free applications across science, mathematics, engineering, technology, business, art, finance, social sciences, and more.

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Computational Number Theory

Practice online or make a printable study sheet. Collection of teaching and learning tools built by Wolfram education experts: Wed Dec 12 Referenced on Wolfram Alpha: Relational databases play a part in almost every organization that must keep track of employees, clients or resources. A relational database connects the traits of a certain piece of information. This is all done through the discrete math concept of sets.

Sets allow information to be grouped and put in order.


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Since each piece of information and each trait belonging to that piece of information is discrete, the organization of such information in a database requires discrete mathematical methods. Logistics is the study of organizing the flow of information, goods and services.

Discrete Mathematics and Applications

Without discrete mathematics, logistics would not exist. This is because logistics makes heavy use of graphs and graph theory, a sub-field of discrete math. Graph theory allows complex logistical problems to simplify into graphs consisting of nodes and lines.


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  • A mathematician can analyze these graphs according to the methods of graph theory to determine the best routes for shipping or solving other logistical problems. Algorithms are the rules by which a computer operates.

    Discrete Math in Cryptography

    These rules are created through the laws of discrete mathematics. A computer programmer uses discrete math to design efficient algorithms. This design includes applying discrete math to determine the number of steps an algorithm needs to complete, which implies the speed of the algorithm.

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