Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-05T00:16:27.547179Z
Paper Citation Record · LEDGER
As of 13 August 2026, this Paper Citation Record lists 72 of 72 outbound references and 0 inbound Pith citation observations for arXiv:2608.00846.
A citation records a reference. It does not transfer a finding from one paper to another.
Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-05T00:16:27.547179Z
One-hop event checks from named stored sources.
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Pith citing papers itemized under the disclosed page cap.
Source: paper_references, paper_reference_links
A source-named dated measurement, never combined with another source.
Source: cited_works
72 of 72 outbound references displayed
External citation measurements
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Forτ≪γ −1, the velocity remains correlated over the observation interval, so the displacement is approximately proportional toτ and the MSD scales ballistically asτ 2
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation (A11) and (A13) in Supplementary Note 1 of Ref
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Bayesian comparison of Langevin dynamics for cell motility from positional observation (9) and hence to perform model comparison, we evaluate the marginal likelihood Z := Z dθp(D|θ)p(θ),(B1) 14 which is Eq
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation In other words, we cannot simply replace the unobserved instantaneous ve- locityv i by the secant velocityV i in Eq
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Therefore, for each Cartesian componentα∈ {x, y}, the increment vector ∆r (α) in Eq
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Bayesian comparison of Langevin dynamics for cell motility from positional observation We therefore use the transformed-Gaussian approach proposed in Ref
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Metzler, J.-H
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Bechinger, R
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Selmeczi, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Kapate, R
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Klages, Cell migration: Beyond Brownian motion, Biophysical Journal123, 1167 (2024)
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Selmeczi, S
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Takagi, M
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Campos, V
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Erdmann, W
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Romanczuk, M
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Boninsegna, F
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Frishman and P
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Gerardos and P
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Uncertainty-Aware Sparse Identification of Dynamical Systems via Bayesian Model Averaging
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Thapa, M
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Albrecht, M
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Von Toussaint, Bayesian inference in physics, Reviews of Modern Physics83, 943 (2011)
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Jeffreys,The theory of probability(OuP Oxford, 1998)
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Llorente, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Bloomfield, Y
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Großmann, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Albrecht, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Martino, V
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Elvira, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Hukushima and K
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Nagata, S
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Unresolved cited work
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Ebeling and I
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Owen and Y
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Elvira, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Elvira, L
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Hesterberg, Weighted average importance sampling and defensive mixture distributions, Technometrics37, 185 (1995)
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Blanchard, D
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Ferretti, V
Reference 67
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Bayesian comparison of Langevin dynamics for cell motility from positional observation
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Bayesian comparison of Langevin dynamics for cell motility from positional observation Serre,Matrices: Theory and Applications, 2nd ed
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No inbound Pith citation observations are available.