assumes
P1458
predicate
Indicates that one entity takes on, accepts, or presumes a role, responsibility, state, or fact regarding another entity or situation.
All labels observed (16)
| Label | Occurrences |
|---|---|
| assumes canonical | 3,336 |
| assumption | 282 |
| actsAs | 96 |
| hasAssumption | 28 |
| basedOnAssumption | 18 |
| usesAssumption | 12 |
| assumesOperation | 3 |
| assumesModel | 2 |
| assumeVariables | 1 |
| assumesBackground | 1 |
| assumesInput | 1 |
| assumesMedium | 1 |
| assumesProversAre | 1 |
| assumesVerifierIs | 1 |
| collectivelyAssume | 1 |
| presuppose | 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: assumes
Generated description
Indicates that one entity takes on, accepts, or presumes a role, responsibility, state, or fact regarding another entity or situation.
Sample triples (3,785)
| Subject | Object |
|---|---|
| Ricardian equivalence | no default on government debt ⓘ |
| Ricardian equivalence | households fully understand government budget constraint ⓘ |
| Ricardian equivalence | no myopia in consumer behavior ⓘ |
| neoclassical economics | rational agents ⓘ |
| neoclassical economics | utility maximization by consumers ⓘ |
| neoclassical economics | profit maximization by firms ⓘ |
| neoclassical economics | diminishing marginal utility ⓘ |
| neoclassical economics | diminishing marginal returns ⓘ |
| Ricardian rent | diminishing returns to cultivation on land ⓘ |
| Ricardian rent | fixed supply of land ⓘ |
| Ricardian rent | competitive markets for agricultural products ⓘ |
| Koch's postulates | availability of pure culture techniques ⓘ |
| Koch's postulates | existence of susceptible experimental hosts ⓘ |
| Koch's postulates | one pathogen causes one disease ⓘ |
| Lucas critique | forward-looking economic agents ⓘ |
| Lucas critique | expectations depend on policy rules ⓘ |
| Deputy Chairman of Rajya Sabha | Chairman of Rajya Sabha when Chairman is absent via predicate surface "actsAs" ⓘ |
| President of the First Chamber | official spokesperson of the First Chamber via predicate surface "actsAs" ⓘ |
| Q source hypothesis | literary dependence between synoptic gospels ⓘ |
| Q source hypothesis | Markan priority ⓘ |
| Sackur–Tetrode equation | classical ideal gas ⓘ |
| Sackur–Tetrode equation | non-interacting particles ⓘ |
| Sackur–Tetrode equation | distinguishability corrected by Gibbs factor ⓘ |
| IS-LM model | sticky prices in the short run ⓘ |
| IS-LM model | closed economy ⓘ |
| IS-LM model | fixed price level ⓘ |
| IS-LM model | given money supply ⓘ |
| IS-LM model | interest-sensitive investment ⓘ |
| IS-LM model | liquidity preference for money ⓘ |
| Migdal approximation | phonon energies are much smaller than electronic energies ⓘ |
| Migdal approximation | small ratio of phonon frequency to Fermi energy ⓘ |
| Migdal approximation | electrons respond much faster than lattice vibrations ⓘ |
| Wick’s theorem | fields satisfy canonical (anti)commutation relations ⓘ |
| Wick’s theorem | Gaussian (free) vacuum state ⓘ |
| Gell-Mann–Low theorem | existence of adiabatic limit ⓘ |
| Gell-Mann–Low theorem | unique interacting vacuum state ⓘ |
| Gell-Mann–Low theorem | stability of the vacuum under adiabatic switching ⓘ |
| LSZ reduction formula | asymptotic completeness ⓘ |
| LSZ reduction formula | existence of asymptotic in and out states ⓘ |
| LSZ reduction formula | adiabatic switching of interactions ⓘ |
| Black–Scholes model | geometric Brownian motion for underlying asset price ⓘ |
| Black–Scholes model | lognormal distribution of asset prices ⓘ |
| Black–Scholes model | constant volatility ⓘ |
| Black–Scholes model | constant risk-free interest rate ⓘ |
| Black–Scholes model | no arbitrage ⓘ |
| Black–Scholes model | frictionless markets ⓘ |
| Black–Scholes model | no transaction costs ⓘ |
| Black–Scholes model | continuous trading ⓘ |
| Black–Scholes model | no dividends on underlying asset in basic form ⓘ |
| Osterwalder–Schrader axioms |
Euclidean space
ⓘ
surface form:
Euclidean space-time
|