- #1
jhon
- 21
- 0
I want a good reference (not difficult) for su(2) for
Its representaion
Its lie algebra
It's applications in angular momentum
Its representaion
Its lie algebra
It's applications in angular momentum
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SU(2) is a mathematical term that stands for special unitary group of degree 2. It is a type of Lie group, which is a continuous group of symmetries that can be described by matrices, and it plays an important role in physics and mathematics.
SU(2) is used in many areas of physics, including quantum mechanics and particle physics. Specifically, it is used to describe the symmetries of physical systems, such as rotations and transformations of spin states.
One highly recommended reference for learning about SU(2) is the book "Lie Algebras in Particle Physics" by Howard Georgi. Other good sources include online lectures and textbooks on group theory and quantum mechanics.
SU(2) has various applications in mathematics, including differential geometry, topology, and representation theory. It is also closely related to other important mathematical concepts, such as Lie algebras and Lie groups.
While SU(2) is an important concept in physics, it is not necessary for understanding all advanced physics concepts. However, it is a fundamental concept that can greatly enhance one's understanding of quantum mechanics, particle physics, and other areas of physics.