Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-08-06T20:00:34.227473Z
Paper Citation Record · LEDGER
As of 8 August 2026, this Paper Citation Record lists 41 of 41 outbound references and 3 inbound Pith citation observations for arXiv:2507.04307.
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 2026-08-06T20:00:34.227473Z
One-hop event checks from named stored sources.
Source: scholarly_work_events, retraction_status_cache, observed 2026-08-08T06:32:00.761636+00:00
Pith citing papers itemized under the disclosed page cap.
Source: paper_references, paper_reference_links, observed 2026-08-03T09:43:12.343289Z
A source-named dated measurement, never combined with another source.
Source: pith, observed 2026-07-03T11:28:04.510896Z
41 of 41 outbound references displayed
External citation measurements
No source-named external measurement is stored.
Observation 999f712e-d997-48fd-86f5-d6135893bb86 · outbound
P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law and Lieb E.H., On semiclassical bounds for eigenvalues of Schr ¨odinger op- erators,Phys
Reference 1
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law math., New ser
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law and Hilbert D.,Methods of Mathematical Physics, Wiley, New York, 1989
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Cambridge University Press, 2023
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Reine Angew
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Math.241 (2025), 999-1079
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Texts in Math., 249 Springer, New York, 2008, xvi+489 pp
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law P\'olya's conjecture for thin products
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law III, Grundlehren Math
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Mathematics and plausible reasoning, vol
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law London Math
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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P\'olya's conjecture up to $\epsilon$-loss and quantitative estimates for the remainder of Weyl's law Unresolved cited work
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