isLimitOf

P9149
predicate

Indicates that one quantity, function, or sequence approaches a particular value as its input or index approaches some specified point or condition.

Try in SPARQL

All labels observed (37)

Label Occurrences
hasLimitingCase 12
isLimitOf canonical 10
isLowEnergyLimitOf 6

Description generation (PDg)

The one-sentence description above was generated by prompting gpt-5.1 with the predicate name and this instruction.

Instruction
Given a predicate that represents a relationship or action between entities, generate a one-sentence description explaining its meaning.  
# Instructions
Focus on describing the relationship, not the entities themselves. 
# Response Format
Begin the description with \' Indicates...\'
Input
Predicate: isLimitOf
Generated description
Indicates that one quantity, function, or sequence approaches a particular value as its input or index approaches some specified point or condition.

Sample triples (76)

Subject Object
Bekenstein–Hawking entropy entanglement entropy across a horizon in quantum field theory ⓘ
Minkowski space-time curved space-times in general relativity ⓘ
de Sitter spacetime Minkowski spacetime for Λ → 0 via predicate surface "hasLimitCase" ⓘ
Gaussian distribution central limit theorem via predicate surface "isLimitIn" ⓘ
Galilean relativity special relativity at low velocities via predicate surface "recoveredAsLimitOf" ⓘ
Rayleigh–Jeans law at low frequencies Planck’s radiation law via predicate surface "isClassicalLimitOf" ⓘ
linked to: Planck radiation law
Euler equations Navier–Stokes equations with zero viscosity via predicate surface "isLimitCaseOf" ⓘ
linked to: Navier–Stokes equations
Bardeen black hole model de Sitter spacetime at the center via predicate surface "hasLimitingCase" ⓘ
Rényi divergence α → 1 to KL divergence via predicate surface "hasContinuousLimitAt" ⓘ
Kerr–Newman black hole naked singularity when M^2 < a^2 + Q^2 via predicate surface "hasLimitingCase" ⓘ
Riemann–Liouville integral identity operator when α → 0^+ via predicate surface "hasLimitingCase" ⓘ
Riemann sums definite integral as limit of Riemann sums via predicate surface "limitDefinition" ⓘ
Fermi constant W boson exchange interaction via predicate surface "isLowEnergyLimitOf" ⓘ
Compton effect Thomson scattering via predicate surface "hasClassicalLimit" ⓘ
Jacobi ellipsoid Maclaurin spheroid at lower rotation via predicate surface "hasLimitingCase" ⓘ
Dirac Lagrangian massless Dirac Lagrangian with m = 0 via predicate surface "hasChiralLimit" ⓘ
Thomson cross section Klein–Nishina formula via predicate surface "isLowEnergyLimitOf" ⓘ
Laplace law of error difference of two independent exponential distributions ⓘ
Jacobi elliptic functions trigonometric functions as m → 0 via predicate surface "haveLimit" ⓘ
Jacobi elliptic functions hyperbolic functions as m → 1 via predicate surface "haveLimit" ⓘ
Jacobi polynomials limit cases yield Bessel-type functions under scaling via predicate surface "hasLimitRelation" ⓘ
Menger sponge sequence of polyhedral approximations ⓘ
Ayón-Beato–García regular black hole solutions extremal regular black hole configuration via predicate surface "hasLimitCase" ⓘ
Rabi frequency generalized Rabi frequency at zero detuning via predicate surface "isLimitCaseOf" ⓘ
Dulong–Petit law for molar heat capacity of many solids at high temperature high-temperature limit of the Einstein model via predicate surface "approachedAsLimit" ⓘ
Dulong–Petit law for molar heat capacity of many solids at high temperature high-temperature limit of the Debye model via predicate surface "approachedAsLimit" ⓘ
Bose gas ideal Bose gas via predicate surface "hasLimitingCase" ⓘ
Bose gas non-interacting Bose gas via predicate surface "hasLimitingCase" ⓘ
Carnap's continuum of inductive methods methods that ignore new evidence (extreme caution) via predicate surface "hasLimitingCase" ⓘ
Carnap's continuum of inductive methods methods that follow observed frequencies closely (extreme boldness) via predicate surface "hasLimitingCase" ⓘ
XXZ spin chain XXX Heisenberg spin chain at Δ = 1 via predicate surface "isIsotropicLimit" ⓘ
XXZ spin chain XX spin chain at Δ = 0 via predicate surface "isPlanarLimit" ⓘ
XXZ spin chain Ising chain in a transverse field for |Δ| → ∞ (up to scaling) via predicate surface "isIsingLikeLimit" ⓘ
Khinchin–Lévy constant for almost all real x, lim_{n→∞} (q_n)^{1/n} = L where q_n are denominators of convergents of x via predicate surface "limitProperty" ⓘ
Lyman series in hydrogen spectrum n=∞ to n=1 via predicate surface "seriesLimitTransition" ⓘ
Balmer series of hydrogen n → ∞ to n = 2 via predicate surface "hasSeriesLimit" ⓘ
Gaussian orthogonal ensemble sine kernel in the bulk via predicate surface "scalingLimit" ⓘ
Gaussian orthogonal ensemble Airy kernel at the soft edge via predicate surface "scalingLimit" ⓘ
Gaussian orthogonal ensemble semicircle distribution via predicate surface "spectralMeasureLimit" ⓘ
Poisson distribution with P(s) = e^{-s}
linked to: Poisson distribution has P(s) = e^{-s}
Poisson process inter-arrival time distribution with λ = 1 via predicate surface "isLimitingCaseOf" ⓘ
Thomson scattering Compton scattering ⓘ
linked to: Compton effect
Thomson scattering classical limit of photon–electron scattering via predicate surface "isLimitType" ⓘ
Dirichlet distribution degenerate distribution on simplex as concentration goes to infinity via predicate surface "hasLimitingCase" ⓘ
Dirichlet distribution distribution concentrated on vertices of simplex as concentration goes to zero via predicate surface "hasLimitingCase" ⓘ
Roche ellipsoid Roche lobe filling configuration via predicate surface "hasLimitingCase" ⓘ
Dynamical Mean-Field Theory infinite lattice coordination number via predicate surface "becomesExactInLimit" ⓘ
Dynamical Mean-Field Theory infinite spatial dimensions via predicate surface "becomesExactInLimit" ⓘ
Debye temperature phonon wave vectors in Debye model via predicate surface "isCutoffFor" ⓘ
Debye temperature phonon frequencies in Debye model via predicate surface "isCutoffFor" ⓘ
Erdős–Kac theorem x tends to infinity via predicate surface "limitProcess" ⓘ