Munich Theoretical physics (group theory and symmetries)

In summary, the conversation is about someone asking for help finding the webpage for the course of Theoretical Physics at the Munich University. They apologize for posting in the wrong section and for their English. They ask for someone to provide a link to the page and someone suggests multiple links, but the person is still unable to find what they are looking for.
  • #1
mahblah
21
2
I'm sorry if I'm posting this question here, but for some reason i can't add a new topic in the right section (i think it should be "Advanced Physics Learning Materials") ..I'm also sorry for my english... By The Way...

Just one simple question:
i'm looking for the note or the webpage for the course of Theoretical Physics of the Munich university...

can someone link me the page?

Thank u
Mahblah
 
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  • #3
Thanks dextercioby, ...but clicking as a monkey on all the link i have not still found what I'm looking for... :(
 

1. What is group theory and how is it related to theoretical physics?

Group theory is a branch of mathematics that studies the properties of groups, which are sets of elements that follow certain mathematical rules. In theoretical physics, group theory is used to describe the symmetries and transformations of physical systems, and to understand the underlying structure and behavior of these systems.

2. How are symmetries important in theoretical physics?

Symmetries play a crucial role in theoretical physics, as they often correspond to fundamental physical laws and principles. They can also help us understand the behavior of complex physical systems and predict their properties. Group theory is used to mathematically describe and analyze these symmetries.

3. Can you give an example of how group theory is applied in theoretical physics?

One example is the use of group theory in quantum mechanics, where symmetries such as rotations or translations can be described using mathematical groups. This allows us to understand the properties of particles and their interactions in terms of group representations and transformations.

4. How does group theory help in the study of particle physics?

Group theory is essential in the study of particle physics, as it provides a mathematical framework to describe the symmetries and interactions of subatomic particles. It also helps in predicting the existence and properties of new particles based on their symmetries and group representations.

5. Are there any practical applications of group theory in theoretical physics?

Yes, group theory has several practical applications in theoretical physics, such as in the development of quantum field theory, which is used to study the behavior of particles and fields at a fundamental level. It is also used in the study of condensed matter systems, where symmetries play an important role in understanding their properties.

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