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.
Quantum computing is growing increasingly accessible, with advanced 80+ bit machines already in use. This course, offered by UChicagoX, provides a beginner-friendly introduction to the impacts, principles, and programming of quantum computing. This introduction spans the identification of problem classes poorly handled by classical computers, basic quantum information science (QIS) concepts, symbolic and mathematical quantum operations, and the construction of algorithms that showcase quantum computing's unique performance capabilities.
This introductory course requires a foundational knowledge of Algebra I. It is designed for learners with an interest in computer science and quantum computing fundamentals.
This course is ideal for individuals starting out in the field of quantum computing, interested in enhancing their understanding of advanced computing technology. It suits computer science students, professionals exploring quantum computing applications, and enthusiasts of emerging technologies.
The skills acquired in this course can be applied in various sectors eagerly anticipating quantum computing, such as cryptography, complex molecular modeling, optimization problems in logistics, and solving large scale computational problems that are impossible for classical computers. Understanding quantum computing will position learners at the forefront of future technological advancements.
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This course explores the basic design principles of today's quantum computer systems. In this course, students will learn to work with the IBM Qiskit software tools to write simple quantum programs and execute them on cloud-accessible quantum hardware.
All around us, information is carried by waves of many kinds, like acoustic, electromagnetic, gravitational or probability waves. Enjoy this unifying view of all wave phenomena using neural networks to visualize the underlying mathematics.
