Counterterms in self-energy diagram

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    Diagram Renormalization
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SUMMARY

The discussion focuses on the differentiation process between equations (12.85) and (12.86) in the textbook by Lahiri and Pal regarding self-energy diagrams. The key technique involves treating ##p^2## as ##\rlap{\,/}p^2## and differentiating with respect to ##\rlap{\,/}p##. This method is essential for understanding the transition between these two equations in the context of self-energy calculations.

PREREQUISITES
  • Understanding of self-energy diagrams in quantum field theory
  • Familiarity with the textbook "Quantum Field Theory" by Lahiri and Pal
  • Knowledge of differentiation techniques in mathematical physics
  • Concept of momentum representation in quantum mechanics
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  • Study the differentiation techniques in quantum field theory
  • Review the self-energy diagram examples in Lahiri and Pal's textbook
  • Explore advanced topics in quantum field theory related to momentum representation
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Students and researchers in theoretical physics, particularly those focusing on quantum field theory and self-energy calculations in particle physics.

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Think of ##p^2## as ##\rlap{\,/}p^2##. Then differentiate with respect to ##\rlap{\,/}p##.
 
Avodyne said:
Think of ##p^2## as ##\rlap{\,/}p^2##. Then differentiate with respect to ##\rlap{\,/}p##.
Sure. I was not concentrated last night. Thanks!
 

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