Pulsar Timing Accuracy: Fractional Instability to 10^-15

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The discussion centers on the fractional instability of pulsars, which can reach levels comparable to atomic standards at 10^{-15}. There is a request for citations to support this claim, as the original paper by Alexander Rodin lacks references. Participants question whether the 10^{-15} figure represents true physical dispersion at the pulsar, errors from signal propagation, or measurement inaccuracies on Earth. Additionally, it is noted that pulsars experience "starquakes," which may limit their precision as timekeeping devices. The conversation highlights the complexities of measuring pulsar timing accuracy and the factors that may influence it.
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I've read the following statement:
"Fractional instability of some pulsars is comparable with the one of atomic standards
and reaches the level 10^{-15}"
This was the first sentence of the paper of Alexander Rodin:
Detection of GW by pulsar timing
But no citation in there.
1) Could you give me some citations?
2) 10^{-15} is the real physical dispersion at the place of the pulsar,
or an error due to physical effects during the sign propagation,
or a measurement error on the Earth?
 
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This is not a complete answer to your question, but pulsars are subject to "starquakes," and this is one limit on their perfection as clocks.
 
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