Given a Hamiltonian, find eigenvalues and eigenvector

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Homework Help Overview

The discussion revolves around finding eigenvalues and eigenvectors given a Hamiltonian, a topic within quantum mechanics and linear algebra.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants inquire about the original poster's prior work and understanding, emphasizing the importance of sharing thoughts and attempts for effective assistance.

Discussion Status

The discussion appears to be in an initial stage, with participants urging the original poster to provide more context and previous efforts. There is a focus on clarifying foundational concepts related to operators and eigenvalues.

Contextual Notes

There is a mention of a file attachment, which some participants are reluctant to download. The forum rules regarding the necessity of showing work before receiving help are emphasized.

mudyos
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Problem :

in
the Attach file
 

Attachments

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Last edited:
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what have you done and though so far? If you don't tell us and show us, you'll get no help-
 
mudyos: This forum works as this: You post question and work and thougts done. If not, then no one will help you. The RULES of this forum is those, didn't you read the rules before posting here?

I give you some questions for you to answer, then maybe you can do something.

What is a matrix representation of an operator?
What is an hermitian operator and matrix?
What is an eigenvector and eigenvalue?
What is a commutator?
What is a projector?
 
I'm not about to download a .doc file.
 
thes is Attach File
 

Attachments

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It doesn't matter christianjb and mudyos. Follow the rules and show work.

mudyos: why can't you answer my questions?
 

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