
At the intersection of physics, mathematics, and computer science, an exciting new field of study has formed, known as “Topological Quantum.” This research field examines the deep connections between the theory of knots, special types of subatomic particles known as anyons, certain phases of matter, and quantum computation. This book elucidates this nexus, drawing in topics ranging from quantum gravity to topology to experimental condensed matter physics. Topological quantum has increasingly been a focus point in the fields of condensed matter physics and quantum information over the last few decades, and the forefront of research now builds on the basic ideas presented in this book. The material is presented in a down-to-earth and entertaining way that is far less abstract than most of what is in the literature. While introducing the crucial concepts and placing them in context, the subject is presented without resort to the highly mathematical category theory that underlies the field.Requiring only an elementary background in quantum mechanics, this book is appropriate for all readers, from advanced undergraduates to the professional practitioner. This book will be of interest to mathematicians and computer scientists as well as physicists working on a wide range of topics. Those interested in working in these field will find this book to be an invaluable introduction as well as a crucial reference.
This book investigates the interdisciplinary nexus of topology, quantum mechanics, and computer science to explain the theoretical and practical foundations of topological quantum computation. Steven H. Simon, a respected physicist, synthesizes complex concepts from quantum gravity, knot theory, and condensed matter physics into a coherent framework. By prioritizing conceptual clarity over dense category theory, the author provides a bridge for students and professionals to understand the behavior of anyons and their application in modern quantum information systems.
What You Will Find
Experts and academics recognize this text as a highly accessible entry point for those with a basic background in quantum mechanics. Readers frequently note that the author successfully demystifies a notoriously abstract field, making it a standard reference for undergraduates and practitioners alike.
Page Count:
640
Publication Date:
2023-01-01
Publisher:
Oxford University Press
ISBN-10:
0198886721
ISBN-13:
9780198886723
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