Looking for Online Document on SO(N)

  • Thread starter Alamino
  • Start date
In summary, SO(N) is a notation used to represent the special orthogonal group of dimension N, which is a group of matrices that preserve distance and angles in a specific number of dimensions. Online documents on SO(N) include research papers, study materials, lecture notes, and code implementations that focus on the mathematical aspects and applications of this group. These documents can be accessed through academic databases, online libraries, search engines, and university collections. Some prerequisites for understanding these documents include a basic knowledge of linear algebra and matrices, as well as familiarity with advanced mathematical concepts like group theory and differential geometry. Contributions to these online documents can be made through research, writing papers, creating code implementations, and collaborating with other researchers and authors to advance the understanding of
  • #1
Alamino
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0
I´m looking for an online document where I can find information explaining the construction of vector and tensor representations of SO(N). Does anyone can indicate any?
 
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  • #2
Maybe this is useful
http://www.nbi.dk/GroupTheory/
 
  • #3
The representations of SO(n) will be subsumed under the more general area of Lie Groups, since they will be weight representations you're probably interested in. So don't be too specific in your search.
 

1. What is SO(N) in relation to online documents?

SO(N) is a mathematical notation used to represent the special orthogonal group of dimension N. In other words, it is a group of matrices that preserve distance and angles in a specific number of dimensions.

2. What type of online documents can be found on SO(N)?

Online documents on SO(N) can range from research papers, study materials, lecture notes, to even code implementations. They typically focus on the mathematical aspects and applications of the special orthogonal group.

3. How can I access online documents on SO(N)?

There are various ways to access online documents on SO(N). You can search for them on academic databases, online libraries, or even on search engines. Some universities also have their own online collections of documents that can be accessed by students and researchers.

4. Are there any prerequisites to understand online documents on SO(N)?

Yes, a basic understanding of linear algebra and matrices is essential to comprehend the content of online documents on SO(N). Some documents may also require knowledge of advanced mathematical concepts such as group theory and differential geometry.

5. Can I contribute to the online documents on SO(N)?

Yes, you can contribute to the online documents on SO(N) by conducting research, writing papers, or creating code implementations. You can also collaborate with other researchers and authors to add to the existing knowledge and understanding of the special orthogonal group.

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