How to Calculate the Self Energy Amplitude of a Sunset Diagram?

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SUMMARY

The discussion focuses on calculating the self energy amplitude of a sunset diagram with five internal propagators. The user seeks assistance in distributing momentum across these propagators, specifically identifying the variables q and k for the internal loop momenta. A reference to a relevant document, "2loop_selfenergy.pdf," is provided for additional context, which outlines similar calculations for a different configuration. The complexity arises from the increased number of internal propagators compared to simpler diagrams.

PREREQUISITES
  • Understanding of quantum field theory concepts, particularly self energy amplitudes.
  • Familiarity with momentum distribution in Feynman diagrams.
  • Knowledge of internal propagators and their roles in loop calculations.
  • Ability to interpret and utilize academic references in theoretical physics.
NEXT STEPS
  • Study the calculations presented in "2loop_selfenergy.pdf" for insights on similar diagrams.
  • Research momentum distribution techniques in Feynman diagrams.
  • Learn about the role of internal propagators in quantum field theory.
  • Explore advanced topics in self energy calculations and loop integrals.
USEFUL FOR

The discussion is beneficial for theoretical physicists, graduate students in quantum field theory, and researchers focusing on loop calculations and self energy amplitudes in particle physics.

Safinaz
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Hi all,

I'd like to calculate the self energy amplitude of the following sunset diagram (take the middle for instance )
Untitled.png


can anyone help me in distributing the momentum on the internal propagators ?

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Isn't this perhaps a homework problem? How far are you in thinking about it?
 

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