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Source: paper_references, paper_reference_links, observed 2026-08-12T00:55:15.468257Z
Paper Citation Record · LEDGER
As of 17 August 2026, this Paper Citation Record lists 67 of 67 outbound references and 5 inbound Pith citation observations for arXiv:2412.01900.
A citation records a reference. It does not transfer a finding from one paper to another.
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Source: paper_references, paper_reference_links, observed 2026-08-12T00:55:15.468257Z
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Pith citing papers itemized under the disclosed page cap.
Source: paper_references, paper_reference_links, observed 2026-08-11T21:28:56.848045Z
A source-named dated measurement, never combined with another source.
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67 of 67 outbound references displayed
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism For each of these samples, one needs to carry out GEVP calculations, as defined in Eq
Reference 1
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism The density estimate at each point x is: ˆf (x) = 1 n nX i=1 1 hi K x − xi hi , (17) where K is the kernel function, which we choose to be Gaussian for this work
Reference 3
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism In K-fold cross-validation, the entire dataset is partitioned into K almost equal-sized, mutually- exclusive datasets
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism The peaks in the estimated eigenvalue density are then identified by determining their centers and calculating their full width at half maximum
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism The peak-centers and their widths are then utilized to guide the procedure for selecting eigenvalues, ensuring that only physically meaningful eigenstates are retained
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism The index 1 ≤ M and 1 ≤ b ≤ Nb correspond to Lanczos iterations and the bootstrap sample being used respectively, while n enumerates the computed eigenvalues
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism We also discard λm,b n > 1, for reasons described earlier
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism We then identify the peaks P m n , and their corresponding widths ∆m n , in this histogram and sort the λm,b n on the basis of the peak they correspond to
Reference 10
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism This is utilized to filter out spurious eigenvalues, using the criteria 9 and parameters described in Ref
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Following the above procedure for Lanczos method, in Fig
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism In that case fitting these eigenvalues with a constant term will be reliable and provide better estimate compared to exponential fitting
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism With higher statis- tics we find the correlation in the higher eigenvalues also decreases
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism This is a concern and needs to be addressed properly in a multinucleon calculation, particularly considering the presence of dense spectrum
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism For ease of reading we reproduce Eq
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Michael, Adjoint sources in lattice gauge theory, Nu- clear Physics B 259, 58 (1985)
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Luscher and U
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism D¨ urr, Z
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Observation 101340cd-2d65-4069-b9c8-9d8f07881229 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Mathur, M
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Observation d27e3a35-9e74-46f4-b0bd-cac806d43be4 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Parisi, The strategy for computing the hadronic mass spectrum, Physics Reports 103, 203 (1984)
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Detmold and M
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Observation 5a6d1d07-2b6d-499e-a34a-b8156d766202 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Nuclear correlation functions using first-principle calculations of lattice quantum chromodynamics
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Observation 909c1a36-5efa-4997-a3c2-98bc2ca47b7f · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Lanczos algorithm for lattice QCD matrix elements
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Observation dda93aa4-ecf8-47e8-b170-eabe5e630fc0 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Kaniel, Estimates for some computational techniques in linear algebra, Mathematics of Computation 20, 369 (1966)
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Observation 4ba367da-3711-4e04-9395-65b72371ca46 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Saad, On the rates of convergence of the lanczos and the block-lanczos methods, SIAM Journal on Numerical Analysis 17, 687 (1980)
Reference 35
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
Reference 36
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Observation 8353dc71-d1b4-456e-866b-32af3dc6e39b · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism What can Lattice QCD theorists learn from NMR spectroscopists?
Reference 37
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Kunis, T
Reference 38
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Fischer, B
Reference 39
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Unresolved cited work
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Ostmeyer, A
Reference 42
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Filtered Rayleigh-Ritz is all you need
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Seleznev, Kernel density estimation in the study of star clusters, Open Astronomy 25 (2017)
Reference 44
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Poluektov, Kernel density estimation of a multidimen- sional efficiency profile, Journal of Instrumentation 10 (02), P02011
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Bruno, L
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism H¨ ardle, A
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Cullum and R
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Hastie, R
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Observation c5ea1bcd-d622-428a-9bd5-48b6ebbd0d63 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Wahba, Optimal Convergence Properties of Variable Knot, Kernel, and Orthogonal Series Methods for Density Estimation, The Annals of Statistics 3, 15 (1975)
Reference 56
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Polizzi, Density-matrix-based algorithm for solving eigenvalue problems, Phys
Reference 59
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Hatton, C
Reference 60
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Block Lanczos algorithm for lattice QCD spectroscopy and matrix elements
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Bazavov et al
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Observation ff677ba6-39e9-42c5-a480-e294c2b05cb9 · outbound
Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Bazavov et al., B- and D-meson leptonic decay con- stants from four-flavor lattice QCD, Phys
Reference 65
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism Mathur and M
Reference 66
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Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism DeTar and S.-H
Reference 67
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Block Lanczos algorithm for lattice QCD spectroscopy and matrix elements Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism
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Lattice QCD Study of Positive Parity Dibaryons with Maximal Charm and Strangeness Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism
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Reference 11
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First constraints on the nonperturbative gluon Collins-Soper kernel Estimating energy levels from lattice QCD correlation functions using a transfer matrix formalism
Reference 93
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