What Are Suitable Bachelor Thesis Topics in Quantum Physics and Algebra?

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SUMMARY

The discussion centers on selecting suitable bachelor thesis topics in Quantum Physics and Algebra. The original poster (OP) has a background in physics and has acquired three key texts: "Modern Quantum Mechanics" by Sakurai, "Quantum Field Theory in a Nutshell" by Zee, and "Geometry, Topology and Physics" by Nakahara. Suggestions include exploring the Klein Paradox and investigating the implications of the Standard Model's parameters in experimental settings, which balance manageability and interest while showcasing mastery of the subject matter.

PREREQUISITES
  • Understanding of Quantum Physics principles
  • Familiarity with abstract algebra concepts
  • Knowledge of the Standard Model in particle physics
  • Basic comprehension of Quantum Field Theory (QFT)
NEXT STEPS
  • Research the Klein Paradox in detail
  • Investigate the implications of the Standard Model parameters in experimental physics
  • Explore advanced topics in Quantum Field Theory using Zee's text
  • Study the geometric and topological aspects of physics as presented in Nakahara's book
USEFUL FOR

Students in physics, particularly those pursuing a bachelor’s degree, as well as educators and researchers seeking inspiration for thesis topics in Quantum Physics and Algebra.

Hymne
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Hello Guys!
I´m currently trying to find a subject for my bachelor thesis that I´m going to write after christmas..
I have a Bachelor degree in physics which means I have a good basis in Quantum physics and have also studied abstract algebra beside.

I have bought three books which I think will help me with my interest in the future and it would be nice if i got to use some om these. :)

1) Sakurai - Modern Quantum Mechanics
2) Zee - Quantum Field Theory in a nutshell
3) Nakahara - Geometry, topology and physics

My first wish is to find some kind of "paradox" or interesting subject which doesn't need to much QFT but just a introduction to the basis.
Gah, I don't know really.. come with tips! :)

// Hymne
 
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The Klein Paradox is fun
 
Explaining the real life consequences of the running of the parameters of the Standard Model in an experimental setting might be a good balance between being manageable and interesting, and would present an opportunity to demonstrate your mastery of the material.
 
I question how helpful our advice will be 12 years too late.
 
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Vanadium 50 said:
I question how helpful our advice will be 12 years too late.

For the OP, not so much. For folks who find this thread via Google looking for similar advice, probably helpful. :wink:
 
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Vanadium 50 said:
I question how helpful our advice will be 12 years too late.
Maybe will be useful for others if they happen to find thread
 
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Well, maybe. In some cases, for sure. This one, not so much - it's pretty specialized.
FWIW, the OP was active for some years afterward, so presumably he finished.
 
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