Group Theory and Its Application to Physical Problems

Book Details

• Author: Morton Hamermesh

• Publisher: Dover

• Edition: Reprint

• Binding: Paperback

• Format: Illustrated

• Pages: 509

• Release Date: 01-12-1989

• ISBN: 9780486661810

• Dimensions: 8.5 x 5.5 x 1.2 inches

• Languages: English

About the Book

Group Theory and Its Application to Physical Problems by Morton Hamermesh is widely regarded as one of the clearest and most skillful expositions of group theory and its applications to physical systems. Aimed primarily at advanced undergraduate and graduate students in physics, especially those studying quantum physics, this text is both a comprehensive introduction and an in-depth exploration of group theory in the context of physical problems.

Key Features:

• Clear and Skillful Exposition: The book offers one of the best-written and most accessible treatments of group theory, making it ideal for students and professionals in the field of physics. Its clarity and well-structured approach have earned praise from experts, including a positive review from Mathematical Reviews.

• Illustrated: With 71 illustrations, this text helps to visually explain complex concepts, making it easier to understand abstract ideas and their physical applications.

• Problems: The book includes problems that allow readers to apply what they have learned and gain deeper insight into the material. These problems are carefully chosen to enhance the understanding of both theory and practical application.

• Physical Applications: One of the standout features of this book is its focus on the real-world application of group theory in physics. Topics such as symmetry operations, quantum mechanics, and crystallography are explored, illustrating how group theory can be used to understand fundamental physical problems.

• Target Audience:

  • Advanced Undergraduate and Graduate Students in Physics: This book is particularly well-suited for students in advanced courses in physics, especially quantum mechanics.

  • Physicists and Researchers: Those interested in the mathematical and physical foundations of group theory will find this book a valuable resource.

Why This Book is Important:

Hamermesh’s Group Theory and Its Application to Physical Problems is a landmark text in the application of group theory to physics. By connecting mathematical concepts with physical phenomena, it provides a deeper understanding of the role of symmetries in physical systems, particularly in quantum mechanics.

Who Should Read This Book:

• Physics Students: Especially those studying quantum mechanics or mathematical physics, this book is a must-read for developing a strong foundation in group theory.

• Researchers in Physics: Those working in areas such as particle physics, condensed matter physics, or crystallography will benefit from the text’s in-depth exploration of group theory’s role in their fields.

• Mathematics Enthusiasts: Students and professionals in mathematics who want to understand the physical applications of group theory will also find this book valuable.

This book is an essential resource for those wishing to understand how the powerful mathematical tool of group theory can be applied to solve complex physical problems.