trustme.bro/r/…
✓ checked
trust me, bro:
here is the receipt.
the claim
The Krieger-Li-Iafrate approximation provides a local exchange potential for density functional theory calculations.
the verdict
SUPPORTED
the evidence backs this
refutedsupported
the weight of evidence
4 sources for · 0 against

The retrieved literature consistently confirms that the Krieger-Li-Iafrate (KLI) approximation serves as a standard local exchange potential method in density functional theory calculations.

Evidence for · 4
2013 · cited by 30
Paper [4] references the Krieger-Li-Iafrate potential as a low-cost method for constructing optimized effective potentials in exact-exchange calculations.
See more details
The analysis

The claim states that the Krieger-Li-Iafrate approximation provides a local exchange potential for density functional theory calculations. Multiple papers explicitly reference the KLI approximation in the context of optimized effective potentials and exchange-correlation functionals within density functional theory. There are no papers contradicting this claim.

More for · 3
2015 · cited by 13
Paper [7] notes that exact exchange potentials from the Krieger-Li-Iafrate approximation yield accurate excitation energies within Kohn-Sham methods.
2013 · cited by 6
Paper [8] discusses the Krieger-Li-Iafrate approximation as the zeroth-order correction in solving the optimized effective potential equation for exchange-correlation potentials.
1999 · cited by 6
Paper [9] applies the optimized effective potential method together with the Krieger-Li-Iafrate (KLI) approximation to calculate properties of polymers within density functional theory.
Everything we examined (12)
We also searched for evidence AGAINST this claim, not only for it.
  1. Outer-valence Electron Spectra of Prototypical Aromatic Heterocycles from an Optimally Tuned Range-Separated Hybrid Functional.peer-reviewedno side takennot shown: read and judged not to bear on this claim
  2. Ab Initio Optimized Effective Potentials for Real Molecules in Optical Cavities: Photon Contributions to the Molecular Ground State.peer-reviewedno side takennot shown: read and judged not to bear on this claim
  3. Accurate local spin‐polarized exchange potential: Reconciliation of generalized Slater and Kohn–Sham methodspeer-reviewedno side takennot shown: read and judged not to bear on this claim
  4. Electronic non-adiabatic states: towards a density functional theory beyond the Born-Oppenheimer approximation.peer-reviewedno side takennot shown: read and judged not to bear on this claim
  5. Accurate and efficient approximation to the optimized effective potential for exchange.peer-reviewedsupports
  6. Density-functional theory for systems with noncollinear spin: Orbital-dependent exchange-correlation functionals and their application to the Hubbard dimerpeer-reviewedno side takennot shown: read and judged not to bear on this claim
  7. Density-Functional Theory with Orbital-Dependent Functionals: Exact-exchange Kohn-Sham and Density-Functional Response Methodspeer-reviewedno side takennot shown: read and judged not to bear on this claim
  8. Configuration interaction singles based on the real-space numerical grid method: Kohn-Sham versus Hartree-Fock orbitals.peer-reviewedsupports
  9. Extension of the KLI approximation toward the exact optimized effective potentialpeer-reviewedsupports
  10. Optimized effective potential method for polymerspeer-reviewedsupports
  11. How close are the Slater and Becke-Roussel potentials in solids?peer-reviewedno side takennot shown: read and judged not to bear on this claim
  12. Deformation of an inner valence molecular orbital in ethanol by an intense laser field.peer-reviewedno side takennot shown: read and judged not to bear on this claim
The paper trail · every fact has a biography
first checked06 Aug 2026
judged → SUPPORTED · 8406 Aug 2026
This receipt carries no identity, shared or not. Sharing publishes your connection to it, not your data.
Check your own claim
Challenge the receipt
trust me, bro: win the argument, pass the class, survive peer review.
This receipt is an automated verdict against our published method · not an opinion about any author or publication.
Terms · Privacy · How verdicts work · Dispute this receipt