Paper Citation Record · LEDGER

Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method

As of 8 August 2026, this Paper Citation Record lists 44 of 44 outbound references and 0 inbound Pith citation observations for arXiv:2506.05110.

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pith.paper-citation-record.v1
2506.05110 v1

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method , " * write output.state after.block = add.period write newline

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method write newline

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method R., & Patten , B

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method N., Kharchenko , N

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 1952, , 11, 414

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 1964, , 2, 213

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 2022, , 664, A31

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method E., Malo , L., et al

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method J., Barrado , D., Bouy , H., et al

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method B., Stern , H

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method G., & Su, Y.-S

Reference 19

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method The No-U-Turn Sampler: Adaptively Setting Path Lengths in Hamiltonian Monte Carlo

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method D., Jackson , R

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Revisiting the Membership, Multiplicity, and Age of the Beta Pictoris Moving Group in the Gaia Era

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 2000, , 356, 1119

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Z., & Berihuete , A

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 2023 a , , 671, A1

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method M., et al

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method M., Bouy , H., et al

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 2023, PeerJ Computer Science, 9, e1516

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method 2011, Journal of Machine Learning Research, 12, 2825

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method E., Alves , J., et al

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method R., Liebert , J., & Giampapa , M

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method H., Scott , J., et al

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method J., Jeffries , R

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Going Bayesian on the ages of nearby young stellar systems I. The expansion rate method Unresolved cited work

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