Loop correction for quartic Higgs coupling

In summary, the conversation discusses the loop correction for the quartic Higgs coupling and the perturbativity constraints on the quartic couplings in the Higgs potential. It is pointed out that the loop factor must be less than one for the perturbative series to converge, and references are provided for further explanation and calculation of the loop correction.
  • #1
Safinaz
259
8
Hi all,

Has anyone an idea about the loop correction for quartic Higss coupling?

In [arXiv:1507.03618v2 [hep-ph]], equ. (13) it's pointed out that the perturbativity constrains on the quartic couplings in the Higgs potential is ## \lambda^2 < 16 \pi^2 ##
Which means that loop factor is ## \frac{\lambda^2}{(4 \pi)^2}##, but actually I don't why?

Any explanation or refernce about that ?
 
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  • #2
Is it something more than the fact that every order in the perturbative series goes like ##\left(\frac{\lambda^2}{16 \pi^2}\right)^n##, and so to be perturbative at all (for the series to converge or at minimum to have higher orders smaller than the previous) this requires that this factor must be less than one?

Or are you looking for an actual analytic explanation of how the calculation is done?
 
  • #3
Yes please, I want some good and clear reference for QFT notes explain the calculations of the loop correction for a quaric vertex ..

Ok, is it the 4 point Green function ?

Thanx.
 
  • #5
Yes, I think the calculations in equs. ( 47 ) and the result in (96), what I was looking for.
 
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Related to Loop correction for quartic Higgs coupling

1. What is the quartic Higgs coupling?

The quartic Higgs coupling is a parameter in the Standard Model of particle physics that describes the interaction strength between the Higgs boson and other particles.

2. What is a loop correction?

A loop correction refers to a correction to the value of a physical parameter or quantity due to the effects of quantum field theory loops, which involve virtual particles interacting with the particles in the system.

3. Why is it important to consider loop corrections for the quartic Higgs coupling?

Loop corrections are important because they can significantly affect the predicted value of the quartic Higgs coupling, leading to potential discrepancies between theory and experimental results.

4. How are loop corrections for the quartic Higgs coupling calculated?

The calculations for loop corrections involve complex mathematical equations and techniques from quantum field theory, such as Feynman diagrams and perturbation theory.

5. Do loop corrections have any physical implications?

Yes, loop corrections can have physical implications such as altering the predicted masses of particles or changing the strength of interactions between particles. They are essential for making precise predictions in particle physics and must be taken into account in theoretical calculations.

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