Correcting event-by-event fluctuations in heavy-ion collisions for exact global conservation laws with the generalized subensemble acceptance method
We introduce the subensemble acceptance method 2.0 (SAM-2.0) -- a procedure to correct cumulants of a random number distribution inside a subsystem for the effect of exact global conservation of a conserved quantity to which this number is correlated, with applications to measurements of event-by-ev...
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Published in | arXiv.org |
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Format | Paper Journal Article |
Language | English |
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06.01.2022
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ISSN | 2331-8422 |
DOI | 10.48550/arxiv.2106.13775 |
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Abstract | We introduce the subensemble acceptance method 2.0 (SAM-2.0) -- a procedure to correct cumulants of a random number distribution inside a subsystem for the effect of exact global conservation of a conserved quantity to which this number is correlated, with applications to measurements of event-by-event fluctuations in heavy-ion collisions. The method expresses the corrected cumulants in terms of the cumulants inside and outside the subsystem that are not subject to the exact conservation. The derivation assumes that all probability distributions associated with the cumulants are peaked at the mean values but are otherwise of arbitrary shape. The formalism reduces to the original SAM [V. Vovchenko et al., Phys.Lett.B 811 (2020) 135868 [arXiv:2003.13905]] when applied to a coordinate space subvolume of a uniform thermal system. As the new method is restricted neither to the uniform systems nor to the coordinate space, it is applicable to fluctuations measured in heavy-ion collisions at various collision energies in different momentum space acceptances. The SAM-2.0 thus brings the experimental measurements and theoretical calculations of event-by-event fluctuations closer together, as the latter are typically performed without the account of exact global conservation. |
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AbstractList | Phys. Rev. C 105, 014903 (2022) We introduce the subensemble acceptance method 2.0 (SAM-2.0) -- a procedure
to correct cumulants of a random number distribution inside a subsystem for the
effect of exact global conservation of a conserved quantity to which this
number is correlated, with applications to measurements of event-by-event
fluctuations in heavy-ion collisions. The method expresses the corrected
cumulants in terms of the cumulants inside and outside the subsystem that are
not subject to the exact conservation. The derivation assumes that all
probability distributions associated with the cumulants are peaked at the mean
values but are otherwise of arbitrary shape. The formalism reduces to the
original SAM [V. Vovchenko et al., Phys.Lett.B 811 (2020) 135868
[arXiv:2003.13905]] when applied to a coordinate space subvolume of a uniform
thermal system. As the new method is restricted neither to the uniform systems
nor to the coordinate space, it is applicable to fluctuations measured in
heavy-ion collisions at various collision energies in different momentum space
acceptances. The SAM-2.0 thus brings the experimental measurements and
theoretical calculations of event-by-event fluctuations closer together, as the
latter are typically performed without the account of exact global
conservation. We introduce the subensemble acceptance method 2.0 (SAM-2.0) -- a procedure to correct cumulants of a random number distribution inside a subsystem for the effect of exact global conservation of a conserved quantity to which this number is correlated, with applications to measurements of event-by-event fluctuations in heavy-ion collisions. The method expresses the corrected cumulants in terms of the cumulants inside and outside the subsystem that are not subject to the exact conservation. The derivation assumes that all probability distributions associated with the cumulants are peaked at the mean values but are otherwise of arbitrary shape. The formalism reduces to the original SAM [V. Vovchenko et al., Phys.Lett.B 811 (2020) 135868 [arXiv:2003.13905]] when applied to a coordinate space subvolume of a uniform thermal system. As the new method is restricted neither to the uniform systems nor to the coordinate space, it is applicable to fluctuations measured in heavy-ion collisions at various collision energies in different momentum space acceptances. The SAM-2.0 thus brings the experimental measurements and theoretical calculations of event-by-event fluctuations closer together, as the latter are typically performed without the account of exact global conservation. |
Author | Vovchenko, Volodymyr |
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BackLink | https://doi.org/10.1103/PhysRevC.105.014903$$DView published paper (Access to full text may be restricted) https://doi.org/10.48550/arXiv.2106.13775$$DView paper in arXiv |
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Snippet | We introduce the subensemble acceptance method 2.0 (SAM-2.0) -- a procedure to correct cumulants of a random number distribution inside a subsystem for the... Phys. Rev. C 105, 014903 (2022) We introduce the subensemble acceptance method 2.0 (SAM-2.0) -- a procedure to correct cumulants of a random number... |
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SubjectTerms | Collision dynamics Conservation laws Heavy ions Ionic collisions Physics - High Energy Physics - Phenomenology Physics - Nuclear Theory Random numbers Subsystems |
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Title | Correcting event-by-event fluctuations in heavy-ion collisions for exact global conservation laws with the generalized subensemble acceptance method |
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