In a world built almost entirely on discrete math, e.g. graph theory and combinatorics, your knowledge will be valuable across many disciplines: algorithms, cryptography, data structures, and more.

This course is available with permission to General Course students. This is a course covering a number of concepts and techniques of discrete mathematics. Topics covered: Counting: selections; ...

Let's look at some of the best math AI tools for mathematical problem-solving: 1. Mathful – Best AI math solver overall 2.

The core curriculum covers a variety of topics, including statistics, mathematical reasoning, computer-related discrete math, and using math to understand the world. Skills in problem-solving and ...

Alan Veliz-Cuba has received funding from the Simons Foundation and the American Mathematical Society for some of his research. You can probably think of a time when you’ve used math to solve an ...

Study how to use math and computation to model science, engineering, social and biomedical problems, and learn the secrets of symmetry, form, number and shape. SFU's Mathematics Department specializes ...

Areas of pure math such as algebra, analysis, combinatorics and many others can be used—in some cases combined—to solve the complex math problems arising from applications of math to the real ...

This course will discuss fundamental concepts and tools in discrete mathematics with emphasis on their applications to computer science. Example topics include logic and Boolean circuits; sets, ...

discrete mathematics, probability and stochastics, and optimisation, in addition to training in appropriate computational methods. Reflecting the world's dependence on computation, you'll learn the ...

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