satisfies

P4233
predicate

Indicates that one entity meets, fulfills, or complies with the requirements, conditions, or expectations specified by another.

Try in SPARQL

All labels observed (18)

Label Occurrences
satisfies canonical 339
satisfy 29
satisfiesAxiom 18

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: satisfies
Generated description
Indicates that one entity meets, fulfills, or complies with the requirements, conditions, or expectations specified by another.

Sample triples (443)

Subject Object
Hermite functions Hermite differential equation in weighted form via predicate surface "satisfy" ⓘ
Hermite functions recurrence relations via predicate surface "satisfy" ⓘ
Hermite functions orthogonality relations via predicate surface "satisfy" ⓘ
Hermite functions completeness relations via predicate surface "satisfy" ⓘ
Moyal product correspondence principle with classical mechanics ⓘ
Moyal product associativity identity (f ⋆ g) ⋆ h = f ⋆ (g ⋆ h) ⓘ
Dirac Hamiltonian relativistic energy-momentum relation ⓘ
SO(32) heterotic string theory Green–Schwarz anomaly cancellation mechanism ⓘ
Witten–Reshetikhin–Turaev invariant surgery formula ⓘ
Witten–Reshetikhin–Turaev invariant Kirby calculus invariance ⓘ
Leray–Schauder degree additivity property ⓘ
Leray–Schauder degree excision property ⓘ
Leray–Schauder degree normalization property ⓘ
Leray–Schauder degree homotopy invariance property ⓘ
Kobayashi metric Schwarz–Pick type inequalities ⓘ
Lempert function on convex domains triangle inequality ⓘ
Fermat pseudoprime Fermat's little theorem for a given base ⓘ
Pythagorean triples Pythagorean theorem ⓘ
Lie algebras
surface form: Lie algebra
[x,x] = 0 for all x ⓘ
Lie algebras
surface form: Lie algebra
[x,[y,z]] + [y,[z,x]] + [z,[x,y]] = 0 ⓘ
universal enveloping algebras
surface form: universal enveloping algebra
universal property for Lie algebra homomorphisms into associative algebras ⓘ
universal enveloping algebras
surface form: universal enveloping algebra
Poincaré–Birkhoff–Witt theorem NERFINISHED ⓘ
Maurer–Cartan form Maurer–Cartan equation NERFINISHED ⓘ
Rayleigh–Sommerfeld diffraction theory wave equation boundary conditions ⓘ
Rayleigh–Sommerfeld diffraction theory Sommerfeld radiation condition NERFINISHED ⓘ
Macduff Macbeth will be killed by one not of woman born via predicate surface "fulfillsProphecy" ⓘ
Jesus in the New Testament Hebrew Scriptures via predicate surface "fulfills" NERFINISHED ⓘ
Jesus in the New Testament Messianic prophecies via predicate surface "fulfills" ⓘ
Calabi–Yau metric Einstein field equations with zero cosmological constant in Euclidean signature ⓘ
Calabi–Yau metric Monge–Ampère type equation in local coordinates ⓘ
de Rham cohomology de Rham theorem NERFINISHED ⓘ
Bessel functions second-order linear ordinary differential equation via predicate surface "satisfy" ⓘ
Poisson bracket {f,g} = -{g,f} ⓘ
Poisson bracket {af+bg,h} = a{f,h}+b{g,h} for scalars a,b ⓘ
Poisson bracket {f,gh} = {f,g}h + g{f,h} ⓘ
Poisson bracket {f,{g,h}} + {g,{h,f}} + {h,{f,g}} = 0 ⓘ
Poisson kernel Δ_x P(x,ξ) = 0 for interior variable x ⓘ
Poisson kernel lim_{x→boundary} ∫ P(x,ξ) f(ξ) dσ(ξ) = f on suitable function spaces ⓘ
Poisson integral Laplace equation in the interior ⓘ
Poisson integral maximum principle for harmonic functions ⓘ
Poisson process N(0) = 0 almost surely ⓘ
Poisson process N(t) − N(s) ~ Poisson(λ(t − s)) for t > s ⓘ
Bombieri norm triangle inequality ⓘ
Bombieri norm positive definiteness ⓘ
Bombieri norm homogeneity ⓘ
Hannah, mother of the prophet Samuel her vow to God via predicate surface "fulfills" ⓘ
heterotic supergravity dH = Tr(R∧R) − Tr(F∧F) via predicate surface "satisfiesCondition" ⓘ
Rindler horizon equations of null hypersurfaces in Minkowski spacetime ⓘ
von Neumann entropy subadditivity ⓘ
von Neumann entropy strong subadditivity ⓘ