
Geometric Phases in Physics: A Foundational Work on Berry's Phase and Adiabatic Processes by Frank Wilczek
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Product Description
Introduction
In the vast landscape of modern physics, few concepts have proven as elegantly profound as the geometric phase. Discovered in the 1980s, this phenomenon reveals that waves, when subjected to slowly changing conditions, accumulate a phase that is purely geometric in origin, independent of time and energy. Geometric Phases in Physics, edited by Nobel laureate Frank Wilczek, stands as a definitive anthology that traces the discovery, development, and far-reaching implications of this idea. For Indian students, researchers, and physics enthusiasts, this hardcover volume offers a rare opportunity to engage with the original papers and commentary that reshaped quantum mechanics, optics, and field theory.
Book Overview
This collection brings together foundational papers and reprints, each accompanied by insightful commentary from Wilczek. Starting with Michael Berry's seminal 1984 paper on the adiabatic phase, the book unfolds the geometric phase's role across diverse physical systems. From nuclear magnetic resonance to low-Reynolds number hydrodynamics, and from molecular physics to quantum field theory, the volume demonstrates how a simple mathematical idea unifies seemingly unrelated phenomena. The hardcover binding ensures durability for repeated reference, making it an essential addition to any serious science library.
Key Highlights
- Original Papers and Commentary: Includes Berry's classic paper and other pivotal works, with expert annotations that clarify context and significance.
- Interdisciplinary Reach: Connects quantum mechanics, classical optics, hydrodynamics, and particle physics through a single geometric principle.
- Nobel Laureate Editorship: Frank Wilczek, a leading theoretical physicist, provides authoritative perspective and historical insight.
- Durable Hardcover Format: Built for long-term use in academic libraries, research labs, and personal collections.
- Comprehensive Reference: Covers both foundational theory and advanced applications, suitable for graduate study and beyond.
Inside the Book
The volume is organized into thematic sections, each introduced by Wilczek's lucid commentary. Readers will find reprints of key papers alongside original contributions that explore the geometric phase in contexts like the quantum Hall effect, molecular dynamics, and gauge theories. The book includes mathematical derivations, experimental verifications, and speculative extensions, offering a complete picture of how the geometric phase evolved from a curiosity to a cornerstone of modern physics. Diagrams and equations are presented clearly, supporting deep understanding.
Key Topics
- Adiabatic theorem and Berry's phase
- Geometric phases in quantum mechanics
- Pancharatnam phase in optics
- Aharonov-Bohm effect and topological phases
- Geometric phases in molecular and condensed matter physics
- Applications in nuclear magnetic resonance
- Low-Reynolds number hydrodynamics
- Quantum field theory and anomalies
Reader Benefits
- Historical Perspective: Understand how a single insight revolutionized multiple branches of physics.
- Original Source Access: Read landmark papers in their original form, with expert guidance.
- Conceptual Clarity: Wilczek's commentary bridges technical details and big-picture implications.
- Research Inspiration: Discover open questions and unexplored avenues for future work.
- Academic Rigour: Suitable for advanced coursework, seminar preparation, and self-study.
Learning Outcomes
- Grasp the mathematical foundation of geometric phases and their distinction from dynamical phases.
- Analyze how geometric phases appear in various physical systems, from quantum to classical.
- Evaluate the significance of Berry's phase in modern quantum theory and its experimental confirmations.
- Apply geometric phase concepts to problems in optics, condensed matter, and particle physics.
- Critically read and interpret original research literature in theoretical physics.
Who Should Read
This book is ideal for graduate students in physics and electrical engineering, postdoctoral researchers, and faculty members specializing in quantum mechanics, optics, or condensed matter physics. Advanced undergraduates with a strong background in quantum theory will also benefit. Indian students preparing for competitive exams or pursuing research in theoretical physics will find it an invaluable resource. Professionals in related fields, such as photonics or quantum computing, will gain fresh perspectives on wave phenomena.
About the Author
Frank Wilczek is a theoretical physicist and Nobel laureate, awarded the 2004 Nobel Prize in Physics for his work on asymptotic freedom in quantum chromodynamics. A professor at the Massachusetts Institute of Technology and a distinguished researcher at the Kavli Institute for Theoretical Physics, Wilczek has made seminal contributions to particle physics, cosmology, and condensed matter theory. His ability to communicate complex ideas with clarity and elegance is evident throughout this volume.
About the Publisher
World Scientific Publishing Company is a leading international academic publisher headquartered in Singapore, with a strong presence in India. Renowned for its high-quality scientific and technical publications, World Scientific collaborates with Nobel laureates and top researchers to produce authoritative works. This hardcover edition reflects their commitment to excellence in scholarly publishing.
Conclusion
Geometric Phases in Physics is more than a collection of papersβit is a gateway to understanding one of the most beautiful and unifying concepts in modern science. Whether you are a student seeking deep insight or a researcher exploring new frontiers, this book will enrich your perspective and inspire further inquiry. Order your hardcover copy from Bookshops.in today and add a landmark work to your physics library.
Quick Summary
Geometric Phases in Physics by Frank Wilczek is a seminal work that explores the profound concept of geometric phases, most notably Berry's phase, in quantum mechanics and other physical contexts. The book delves into how waves accumulate phase when governing equations vary slowly, going beyond the usual dynamical phase from SchrΓΆdinger's equation. It covers applications in nuclear magnetic resonance, low-Reynolds number hydrodynamics, and quantum field theory, making it a cross-disciplinary treasure. Written by a Nobel laureate, this volume is ideal for graduate students, researchers, and academics in theoretical physics and mathematics. Readers will gain a deep understanding of adiabatic evolution, phase accumulation, and the geometric origins of these phenomena. Buying from Bookshops.in ensures you receive a genuine hardcover edition, perfect for your research or library.
Book Highlights
Book Specifications
| ISBN-13 | 9789971506216 |
| ISBN-10 | 9971506211 |
| Publisher | β World Scientific Pub Co Inc |
| Language | β English |
| Dimensions | β 16.51 x 3.02 x 24.79 cm |
| Weight | β 907 g |
| Category | Mathematics βΊ Algebra & Trigonometry |
| Genre | Science & Mathematics |
| Original Language | English |
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