Packt – QC051 Math Prerequisites for Quantum Computing-ZH
English | Size: 364.12 MB
Category: Tutorial
This is a refresher course in Mathematics for students who studied Math and Physics through 12th grade at high school but have now forgotten many of the details. In fewer than 4 hours, this course reviews the Math you will need to understand quantum computing concepts.
The focus is on getting you up-to-speed as quickly as possible. This covers only what you need to know: probability, statistics, Boolean logic, complex numbers, and linear algebra. You will not waste time on topics you do not need for quantum computing.
To get the most out of this course, you need to have already studied Math at a 12th-grade level in high school. This is merely a review course to help you refresh your memory. If you have not studied these topics in high school, then this 4-hour course is no substitute for 2 years of high school Math classes.
This course reviews basic high-school Math. It doesn’t go into any details about quantum physics or quantum computing.
About the Author(s)
Kumaresan Ramanathan
Kumaresan Ramanathan is the Principal Architect at Coroman Systems. He is passionate about making technology easy to understand. He has taught students at the University of Massachusetts and guided software professionals at Cadence Design Systems, icons, Empirix, Relona, and Johnson & Johnson. His goal is to help you earn more than $200,000 annually as a software professional. He focuses on teaching AI and Quantum Computing because these are the highest-paid skills in the industry. His courses help beginners who have a basic understanding of high school math and coding. In addition to teaching technical skills, Kumaresan also helps you build leadership ability. His courses discuss trade-offs between various technical choices and help you take wise decisions. As an expert software professional, you will be able to recommend solutions, suggest implementation choices, and guide software design. He has an electrical engineering degree from IIT and a masters degree in computer science from the University of Massachusetts. He has managed software teams and helped startups launch products in international markets. He has lived most of his professional life in the Boston area. He enjoys reading science fiction and economic theory.
Key Features
Build a Math foundation for learning about quantum computing
What You Will Learn
A Math foundation for learning about quantum computing: probability, statistics, Boolean logic, complex numbers, and linear algebra.
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