A course for anyone to learn what AI is and how it works.

Learn advanced linear algebra for computing.

Learn foundational concepts in algebraic calculus, focusing on limits, derivatives, and integrals.

Gain insights into conditional probability concepts and their applications in statistical analysis and decision-making.

Explore the mathematical theory and applications of functions with multiple variables, including partial derivatives and integrals.

This first course in quantum computing is for novices and requires learners to have only basic algebra. It covers the future impacts of quantum computing, provides intuitive introductions of quantum physics phenomenon, and progresses from single operations to a complete algorithm.