Manifestly Lorentz invariant formulation of chiral effective field theory for neutrinoless double beta decay

The neutrinoless double beta decay process of two neutrons, $nn\rightarrow ppee$, is studied in the manifestly Lorentz invariant formulation of chiral effective field theory. Due to the better ultraviolet behavior of the relativistic scattering equation, the $nn\rightarrow ppee$ contact term is not needed for renormalization at leading order, in contrast to the nonrelativistic case. The predicted $nn\rightarrow ppee$ amplitude is consistent with the previous result from the generalized Cottingham formula at 10% level. The present approach is validated by reproducing the charge symmetry breaking and charge independence breaking in the nucleon-nucleon ($NN$) scattering length.

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Publication Details

Published
2025-03-26
DOI
https://doi.org/10.22323/1.479.0110
Primary Topic
Neutrino Physics Research
Type
article
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article

Manifestly Lorentz invariant formulation of chiral effective field theory for neutrinoless double beta decay

P. W. Zhao, Yilong Yang
Neutrino Physics Research
article

Manifestly Lorentz invariant formulation of chiral effective field theory for neutrinoless double beta decay

P. W. Zhao, Yilong Yang
article en

Abstract

The neutrinoless double beta decay process of two neutrons, $nn\rightarrow ppee$, is studied in the manifestly Lorentz invariant formulation of chiral effective field theory. Due to the better ultraviolet behavior of the relativistic scattering equation, the $nn\rightarrow ppee$ contact term is not needed for renormalization at leading order, in contrast to the nonrelativistic case. The predicted $nn\rightarrow ppee$ amplitude is consistent with the previous result from the generalized Cottingham formula at 10% level. The present approach is validated by reproducing the charge symmetry breaking and charge independence breaking in the nucleon-nucleon ($NN$) scattering length.

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Manifestly Lorentz invariant formulation of chiral effective field theory for neutrinoless double beta decay — P. W. Zhao, Yilong Yang · (2025) | TGRS Research Map | TGRS