

Buy Mathematical Foundations of Quantum Computing: A Scaffolding Approach on desertcart.com ✓ FREE SHIPPING on qualified orders Review: Rigorous and Accessible Framework for Learning Quantum Computing Mathematics - Mathematical Foundations of Quantum Computing offers a rigorous yet accessible mathematical foundation tailored for quantum computing, emphasizing essential topics like linear algebra, complex analysis, and probability while excluding less relevant areas such as differential equations. The book’s early use of Dirac notation, Pauli matrices, and tensor products reflects its alignment with quantum computing's core demands. Its scaffolding pedagogy ensures a clear progression from basic concepts to advanced topics such as spectral decomposition and Monte Carlo methods, enhanced by problem sets and level indicators for diverse learners. The text is well-structured into four focused parts—preliminaries, vectors/matrices, matrix methods, and probability—balancing breadth and depth. It bridges theory and practice by presenting matrices as dynamic operators and incorporating real-world tools like the Schmidt decomposition and MCMC methods. Contributions from interdisciplinary experts and the inclusion of appendices and key formulas further enhance its value as both a textbook and reference. This volume stands alone as a self-contained resource while preparing readers for further study in quantum algorithms. Overall, it excels in clarity, depth, and educational design, making it a vital resource for students, instructors, and researchers in quantum computing. Review: Scaffolded examples are great - I appreciate the scaffolded approach presented in the book. The examples are great, and they quickly build upon prior ones. If the evolution of computing is about to take a leap forward, this text will help more people grasp the concepts and even participate in these exciting advances in technology.
| Best Sellers Rank | #568,899 in Books ( See Top 100 in Books ) #15 in Linear Algebra (Books) #99 in Probability & Statistics (Books) #11,276 in Computers & Technology (Books) |
| Customer Reviews | 4.3 out of 5 stars 17 Reviews |
U**R
Rigorous and Accessible Framework for Learning Quantum Computing Mathematics
Mathematical Foundations of Quantum Computing offers a rigorous yet accessible mathematical foundation tailored for quantum computing, emphasizing essential topics like linear algebra, complex analysis, and probability while excluding less relevant areas such as differential equations. The book’s early use of Dirac notation, Pauli matrices, and tensor products reflects its alignment with quantum computing's core demands. Its scaffolding pedagogy ensures a clear progression from basic concepts to advanced topics such as spectral decomposition and Monte Carlo methods, enhanced by problem sets and level indicators for diverse learners. The text is well-structured into four focused parts—preliminaries, vectors/matrices, matrix methods, and probability—balancing breadth and depth. It bridges theory and practice by presenting matrices as dynamic operators and incorporating real-world tools like the Schmidt decomposition and MCMC methods. Contributions from interdisciplinary experts and the inclusion of appendices and key formulas further enhance its value as both a textbook and reference. This volume stands alone as a self-contained resource while preparing readers for further study in quantum algorithms. Overall, it excels in clarity, depth, and educational design, making it a vital resource for students, instructors, and researchers in quantum computing.
A**N
Scaffolded examples are great
I appreciate the scaffolded approach presented in the book. The examples are great, and they quickly build upon prior ones. If the evolution of computing is about to take a leap forward, this text will help more people grasp the concepts and even participate in these exciting advances in technology.
Y**G
An educator's approach to quantum computing
An educator's approach to quantum computing. Includes detailed explanations, accompanied by worked examples of notations, vectors, linear spaces, matrix methods, and fundamental concepts in quantum probability such as the Markov Chains. Definitely a great reference for those interested in the quantum world.
X**L
right for beginning study
I found this book incredibly helpful. Just right for my beginning study on quantum computing. Recommended!
Y**G
A concise and complete mathematical foundation for quantum computing
This book is a concise and complete mathematical foundation for quantum computing.
J**R
The book isn't compatible with the Kindle Scribe which is ridiculous!
The book isn't compatible with the Kindle Scribe which is ridiculous!
A**R
Grad present
Bought as a graduation present for my grandson in lew of a card. He loved it!
M**L
Excellent condition
The book is in excellent condition.
Trustpilot
2 weeks ago
3 weeks ago