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On the strong-CP problem and its axion solution in torsionful theories · Around

2018

On the strong-CP problem and its axion solution in torsionful theories

Karananas, Georgios K.

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Gravitational effects may interfere with the axion solution to the strong-CP problem.

We point out that gravity can potentially provide a protection mechanism against itself, in the form of an additional axion-like field associated with torsion.

Built on

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Yu. N. Obukhov, “Spectral geometry of the Riemann-Cartan space-time and the axial anomaly,”
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M. J. Duncan, N. Kaloper, and K. A. Olive, “Axion hair and dynamical torsion from anomalies,”
1992
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S. Mercuri, “Peccei-Quinn mechanism in gravity and the nature of the Barbero-Immirzi parameter,”

Then

M. Lattanzi and S. Mercuri, “A solution of the strong CP problem via the Peccei-Quinn mechanism through the Nieh-Yan modified gravity and cosmological implications,”
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2010
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G. Dvali, S. Folkerts, and A. Franca, “How neutrino protects the axion,”
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2014
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L. V. Delacrétaz, S. Endlich, A. Monin, R. Penco, and F. Riva, “(Re-)Inventing the Relativistic Wheel: Gravity, Cosets, and Spinning Objects,”
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2014
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O. Castillo-Felisola, C. Corral, S. Kovalenko, I. Schmidt, and V. E. Lyubovitskij, “Axions in gravity with torsion,”
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2015
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G. Dvali and L. Funcke, “Small neutrino masses from gravitational

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2009

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2009

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G. Dvali, “Three-form gauging of axion symmetries and gravity,”

Cited in the paper.

G. Dvali, “Topological origin of chiral symmetry breaking in QCD and in Gravity,”

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G. Dvali and L. Funcke, “Domestic axion,”

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2016

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G. K. Karananas and A. Monin, “Weyl and Ricci gauging from the coset construction,”

2016

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G. K. Karananas and A. Monin, “Gauging nonrelativistic field theories using the coset construction,”

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