Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb | Paper Citation Record

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This paper cites Gyulassy and L.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Gyulassy and L

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This paper cites Jet Quenching in Heavy Ion Collisions.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Jet Quenching in Heavy Ion Collisions

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This paper cites Baier, Y.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Baier, Y

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This paper cites Gyulassy, P.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Gyulassy, P

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This paper cites Casalderrey-Solana, H.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Casalderrey-Solana, H

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This paper cites Observation of suppressed charged-particle production in ultrarelativistic oxygen-oxygen collisions.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Observation of suppressed charged-particle production in ultrarelativistic oxygen-oxygen collisions

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This paper cites System-size dependence of charged-particle suppression in ultrarelativistic nucleus-nucleus collisions.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb System-size dependence of charged-particle suppression in ultrarelativistic nucleus-nucleus collisions

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This paper cites Charged-particle nuclear modification factors in XeXe collisions at $\sqrt{s_\mathrm{NN}}$ = 5.44 TeV.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Charged-particle nuclear modification factors in XeXe collisions at $\sqrt{s_\mathrm{NN}}$ = 5.44 TeV

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This paper cites Charged-particle nuclear modification factors in PbPb and pPb collisions at sqrt(s[NN]) = 5.02 TeV.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Charged-particle nuclear modification factors in PbPb and pPb collisions at sqrt(s[NN]) = 5.02 TeV

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This paper cites Transverse momentum spectra and nuclear modification factors of charged particles in Xe-Xe collisions at $\sqrt{s_{\rm NN}}$ = 5.44 TeV.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Transverse momentum spectra and nuclear modification factors of charged particles in Xe-Xe collisions at $\sqrt{s_{\rm NN}}$ = 5.44 TeV

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This paper cites Discovering partonic rescattering in light nucleus collisions.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Discovering partonic rescattering in light nucleus collisions

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This paper cites Predicting parton energy loss in small collision systems.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Predicting parton energy loss in small collision systems

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This paper cites System size scan of D meson $R_\text{AA}$ and $v_n$ using PbPb, XeXe, ArAr, and OO collisions at LHC.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb System size scan of D meson $R_\text{AA}$ and $v_n$ using PbPb, XeXe, ArAr, and OO collisions at LHC

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Absence of jet quenching in peripheral nucleus-nucleus collisions

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This paper cites Determining the jet transport coefficient $\hat{q}$ from inclusive hadron suppression measurements using Bayesian parameter estimation.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Determining the jet transport coefficient $\hat{q}$ from inclusive hadron suppression measurements using Bayesian parameter estimation

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This paper cites Bayesian analysis of QGP jet transport using multi-scale modeling applied to inclusive hadron and reconstructed jet data.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Bayesian analysis of QGP jet transport using multi-scale modeling applied to inclusive hadron and reconstructed jet data

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This paper cites Bayesian estimation of the specific shear and bulk viscosity of the quark-gluon plasma,.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Bayesian estimation of the specific shear and bulk viscosity of the quark-gluon plasma,

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This paper cites Glauber Modeling in High Energy Nuclear Collisions.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Glauber Modeling in High Energy Nuclear Collisions

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Progress in the Glauber model at collider energies

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Improved version of the PHOBOS Glauber Monte Carlo

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This paper cites Centrality and pseudorapid- ity dependence of the charged-particle multiplicity density in Xe–Xe collisions at √ sNN = 5.44 TeV ,.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Centrality and pseudorapid- ity dependence of the charged-particle multiplicity density in Xe–Xe collisions at √ sNN = 5.44 TeV ,

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This paper cites Centrality dependence of the charged-particle multiplicity density at mid-rapidity in Pb-Pb collisions at $\sqrt{s_{\rm NN}}$ = 5.02 TeV.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Centrality dependence of the charged-particle multiplicity density at mid-rapidity in Pb-Pb collisions at $\sqrt{s_{\rm NN}}$ = 5.02 TeV

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This paper cites Review of Particle Physics,.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Review of Particle Physics,

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb The frontier of simulation-based inference

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Simulation-based inference in particle physics,

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Normalizing Flows for Probabilistic Modeling and Inference

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Neural Spline Flows

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Validating Bayesian Inference Algorithms with Simulation-Based Calibration

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Unresolved cited work

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb NGBoost: Natural Gradient Boosting for Probabilistic Prediction

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb emcee: The MCMC Hammer

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb dynesty: A Dynamic Nested Sampling Package for Estimating Bayesian Posteriors and Evidences

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Nested sampling for general Bayesian computation,

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Zuko: Normalizing Flows in PyTorch,

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Quenching of hadron spectra in media

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Bayes factors,

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Jeffreys,Theory of Probability, 3rd ed

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Flavor and path-length dependence of jet quenching from inclusive jet andγ-jet suppression,

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This paper cites Constraints on the Path-Length Dependence of Jet Quenching in Nuclear Collisions at RHIC and LHC.

Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Constraints on the Path-Length Dependence of Jet Quenching in Nuclear Collisions at RHIC and LHC

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Constraining the Physics of Jet Quenching

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Probing the path-length dependence of parton energy loss via scaling properties in heavy ion collisions

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Bayesian inference of the path-length dependence of jet energy loss

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Medium-Induced QCD Cascade: Democratic Branching and Wave Turbulence

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Vacuum-like jet fragmentation in a dense QCD medium

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Jet Suppression and Azimuthal Anisotropy from RHIC to LHC

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb Bayesian inference analysis of jet quenching using inclusive jet and hadron suppression measurements,

Reference 46

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Path-length dependence of parton energy loss across collision systems: a Bayesian analysis of charged-particle RAA, consistent with a universal exponent from O+O to Pb+Pb A Hybrid Strong/Weak Coupling Approach to Jet Quenching

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