Typed states for the displayed outbound observations.
Source: paper_references, paper_reference_links, observed 2026-07-15T12:00:21.932265Z
Paper Citation Record · LEDGER
As of 8 August 2026, this Paper Citation Record lists 100 of 119 outbound references and 0 inbound Pith citation observations for arXiv:2603.15786.
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 2026-07-15T12:00:21.932265Z
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Pith citing papers itemized under the disclosed page cap.
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A source-named dated measurement, never combined with another source.
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100 of 119 outbound references displayed
External citation measurements
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Observation e80f5309-6f03-498a-956f-22fd972a936d · outbound
Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Time- reflection symmetry relates ionization and recolli- sion events occurring before and after the reference time
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields In the dipole approximation and for inversion-symmetric targets, this operator corresponds to a reflection about the time-axis
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Note that while ˆRθ is a generic rotation operator, ro- tational symmetry only exists for specific angles θ=θ n
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields These fields take the form, E(t) =E 0 sin(ωt)ˆ ex.(9) whereE 0 is the field amplitude,ωis the frequency andˆ ex denotes the polarization direction
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Symmetries can be pre- served or broken by tuningϕand changing the temporal structure of the field
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Here, we use the convention in [30], which setsϕ=ϕ 1 −ϕ 0, withϕ 0 = 60 ◦
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Con- sequently, these saddle point solutions and distributions are mainly affected by the events taken into account
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields 7(a)-(d) shows the imaginary part of the ioniza- tion time computed with the PINN solver for the bichro- matic fields shown in Fig
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Path Integrals in Quantum Physics
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Misumi and C
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Andreassen, D
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Altland and B
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Sali` eres, B
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Accurate retrieval of structural information from laser-induced photoelectron and high-harmonic spectra by few-cycle laser pulses
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Cavaliere, G
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Influence of the Coulomb potential on above-threshold ionization: a quantum-orbit analysis beyond the strong-field approximation
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Coulomb-corrected quantum interference in above-threshold ionization: Working towards multi-trajectory electron holography
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Below threshold nonsequential double ionization with linearly polarized two-color fields II: Quantum interference
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Keldysh, Ionization in the field of a strong electromagnetic wave, Sov
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Nataf and P.-H
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Nocedal and S
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Murray, Newton-type methods, inWiley Encyclopedia of Operations Research and Management Science(Wiley, Hoboken, NJ, USA, 2011)
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Figueira de Morisson Faria, H
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Habibovi´ c, W
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Cruz Rodriguez, T
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Reference 99
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Physics-informed neural networks for solving saddle-point equations in strong-field physics with tailored fields Unresolved cited work
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