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Probing Lorentz-violating electrodynamics with CMB polarization
by
Gerbino, Martina
, Pagano, Luca
, Gubitosi, Giulia
, Lattanzi, Massimiliano
, Giardiello, Serena
, Lembo, Margherita
, Caloni, Luca
in
Big Bang theory
/ Birefringence
/ Circular polarization
/ Coefficients
/ Cosmic microwave background
/ Electrodynamics
/ Operators
/ Searching
2023
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Probing Lorentz-violating electrodynamics with CMB polarization
by
Gerbino, Martina
, Pagano, Luca
, Gubitosi, Giulia
, Lattanzi, Massimiliano
, Giardiello, Serena
, Lembo, Margherita
, Caloni, Luca
in
Big Bang theory
/ Birefringence
/ Circular polarization
/ Coefficients
/ Cosmic microwave background
/ Electrodynamics
/ Operators
/ Searching
2023
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Do you wish to request the book?
Probing Lorentz-violating electrodynamics with CMB polarization
by
Gerbino, Martina
, Pagano, Luca
, Gubitosi, Giulia
, Lattanzi, Massimiliano
, Giardiello, Serena
, Lembo, Margherita
, Caloni, Luca
in
Big Bang theory
/ Birefringence
/ Circular polarization
/ Coefficients
/ Cosmic microwave background
/ Electrodynamics
/ Operators
/ Searching
2023
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Probing Lorentz-violating electrodynamics with CMB polarization
Paper
Probing Lorentz-violating electrodynamics with CMB polarization
2023
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Overview
We perform a comprehensive study of the signatures of Lorentz violation in electrodynamics on the Cosmic Microwave Background (CMB) anisotropies. In the framework of the minimal Standard Model Extension (SME), we consider effects generated by renormalizable operators, both CPT-odd and CPT-even. These operators are responsible for sourcing, respectively, cosmic birefringence and circular polarization. We propagate jointly the effects of all the relevant Lorentz-violating parameters to CMB observables and provide constraints with the most recent CMB datasets. We bound the CPT-even coefficient to \\(k_{F,E+B} < 2.31 \\times 10^{-31}\\) at 95\\% CL. This improves previous CMB bounds by one order of magnitude. The limits we obtain on the CPT-odd coefficients, i.e. \\(|k_{(V)00}^{(3)}| < 1.54 \\times 10^{-44} \\; {\\rm GeV}\\) and \\(|\\mathbf{k_{AF}}| < 0.74 \\times 10^{-44} \\; {\\rm GeV}\\) at 95\\% CL, are respectively one and two orders of magnitude stronger than previous CMB-based limits, superseding also bounds from non-CMB searches. This analysis provides the strongest constraints to date on CPT-violating coefficients in the minimal SME from CMB searches.
Publisher
Cornell University Library, arXiv.org
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