Thanks for the recommendation!dextercioby said:That A. Zee is a well versed and talented writer of textbooks is of no doubt. Maybe his brand new book on group theory is even better that the other 2 he wrote (on QFT and GR). If I were to choose the group theory book for my preparation for QM/QFT/Particle Physics, I'd pick the old book by Wu Ki Tung. "Group Theory in Physics", World Scientific, 1985.
Group Theory is a branch of mathematics that studies the algebraic structures known as groups. It deals with the properties and relationships of groups, which are sets of elements that follow specific operations and axioms.
No, Group Theory has many applications in physics, chemistry, computer science, and even music. It is a fundamental concept in many areas of science and has been used to solve various problems and develop new theories.
The level of difficulty for a Group Theory book for undergraduates can vary, depending on the specific book and the level of mathematical background of the reader. However, most undergraduate Group Theory books are designed to be accessible for students with a basic understanding of algebra and calculus.
Yes, Group Theory can be self-taught, but it is recommended to have a strong foundation in algebra and calculus before attempting to learn it independently. It is also helpful to have access to resources such as textbooks, online lectures, and practice problems.
Group Theory has various real-world applications, including cryptography, particle physics, crystallography, and symmetry analysis in chemistry and biology. It is also used in computer science for coding and error correction algorithms.