satisfies
P4233
predicate
Indicates that one entity meets, fulfills, or complies with the requirements, conditions, or expectations specified by another.
All labels observed (18)
| Label | Occurrences |
|---|---|
| satisfies canonical | 339 |
| satisfy | 29 |
| satisfiesAxiom | 18 |
| fulfills | 12 |
| satisfiesRelation | 12 |
| satisfiedBy | 8 |
| fulfillsProphecy | 6 |
| satisfiesCondition | 5 |
| fulfilled | 2 |
| mustSatisfy | 2 |
| satisfiesIdentity | 2 |
| satisfiesTheory | 2 |
| maySatisfy | 1 |
| meetsFullNeed | 1 |
| satisfiesCriterion | 1 |
| satisfiesEnergyConditions | 1 |
| satisfiesStatement | 1 |
| satisfyProperty | 1 |
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 |
|---|---|
| Riemann–Liouville integral | semigroup property in the order α under suitable conditions ⓘ |
| Christoffel symbols | symmetric in lower indices for Levi-Civita connection via predicate surface "satisfyProperty" ⓘ |
| Schwinger functions | Euclidean invariance ⓘ |
| Schwinger functions | reflection positivity ⓘ |
| Schwinger functions | symmetry under permutations of arguments ⓘ |
| Schwinger functions | cluster decomposition property ⓘ |
| Schwinger functions | Osterwalder–Schrader axioms ⓘ |
|
Itô processes
surface form:
Itô process
|
stochastic differential equation ⓘ |
| Einstein–Rosen bridge | yes for classical matter via predicate surface "satisfiesEnergyConditions" ⓘ |
| Einstein–Maxwell equations | local charge conservation ⓘ |
| Einstein–Maxwell equations | Bianchi identities through Einstein tensor ⓘ |
| Salam–Weinberg model | gauge invariance ⓘ |
| Wigner distribution function | correct classical limit for large quantum numbers ⓘ |
| constructible universe | ZF via predicate surface "satisfiesTheory" ⓘ |
| constructible universe |
ZF
via predicate surface "satisfiesTheory"
ⓘ
surface form:
ZFC
|
| constructible universe | axiom of choice via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | generalized continuum hypothesis via predicate surface "satisfiesStatement" ⓘ |
| constructible universe | axiom of foundation via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom of replacement via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom of power set via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom of infinity via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom of extensionality via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom of pairing via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom of union via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom schema of separation via predicate surface "satisfiesAxiom" ⓘ |
| constructible universe | axiom schema of replacement via predicate surface "satisfiesAxiom" ⓘ |
| Gödel metric | Einstein field equations with cosmological constant ⓘ |
| Gödel metric | energy conditions for dust with cosmological constant ⓘ |
| matrix mechanics | canonical commutation relations ⓘ |
| Hardy–Littlewood maximal function | maximal inequality ⓘ |
| Hardy–Littlewood maximal function | weak (1,1) maximal inequality ⓘ |
| Hardy–Littlewood maximal function | strong (p,p) inequality for 1 < p ≤ ∞ ⓘ |
| Lemaître–Tolman metric | Einstein field equations ⓘ |
| New Covenant in Christian theology | Abrahamic covenant via predicate surface "fulfills" ⓘ |
| New Covenant in Christian theology | Mosaic covenant via predicate surface "fulfills" ⓘ |
| New Covenant in Christian theology | Davidic covenant via predicate surface "fulfills" ⓘ |
| Return from Egypt | "Out of Egypt I called my son" via predicate surface "fulfillsProphecy" ⓘ |
| Descent of the Holy Spirit | promise of Jesus about the Paraclete via predicate surface "fulfilled" ⓘ |
| Descent of the Holy Spirit | Old Testament prophecy of Joel 2:28–32 via predicate surface "fulfilled" ⓘ |
| Matthew 27 | prophecy attributed to Jeremiah about the thirty pieces of silver via predicate surface "fulfillsProphecy" ⓘ |
| Weyl quantization | correspondence principle in semiclassical limit ⓘ |
| Weyl algebra | p x - x p = 1 via predicate surface "satisfiesRelation" ⓘ |
| Weyl algebra | [p,x] = 1 via predicate surface "satisfiesRelation" ⓘ |
|
Weyl algebra
surface form:
nth Weyl algebra An(k)
|
[∂i,xj] = δij via predicate surface "satisfiesRelation" ⓘ |
|
Weyl algebra
surface form:
nth Weyl algebra An(k)
|
[xi,xj] = 0 via predicate surface "satisfiesRelation" ⓘ |
|
Weyl algebra
surface form:
nth Weyl algebra An(k)
|
[∂i,∂j] = 0 via predicate surface "satisfiesRelation" ⓘ |
| Dirac matrices | Clifford algebra relations via predicate surface "satisfy" ⓘ |
| Dirac matrices | anticommutation relations via predicate surface "satisfy" ⓘ |
| Dirac Lagrangian | Euler–Lagrange equations for fields ⓘ |
| Dirac field | Dirac equation ⓘ |