convergenceProperty
P14357
predicate
Indicates that one entity has a convergence-related characteristic or behavior with respect to another entity, such as approaching a limit or stabilizing under repeated application.
Aliases (14)
- convergenceCriteria ×5
- convergesTo ×2
- convergesUnder ×2
- convergesWhen ×2
- hasOrderOfConvergence ×2
- DirichletSeriesConvergenceRegion ×1
- EulerProductConvergenceRegion ×1
- approximationImprovesWith ×1
- conditionForConvergence ×1
- convergenceCondition ×1
- convergenceOrder ×1
- isAsymptotically ×1
- limitOfRatioOfConsecutiveTerms ×1
- refinementProperty ×1
Sample triples (23)
| Subject | Object |
|---|---|
| CLT | increasing sample size ("approximationImprovesWith") → |
| Dyson series | typically asymptotic rather than convergent → |
| Euler–Maruyama method | strong order 0.5 ("hasOrderOfConvergence") → |
| Euler–Maruyama method | weak order 1 ("hasOrderOfConvergence") → |
| Euler’s method for numerical integration | 1 ("convergenceOrder") → |
| European Union economic and monetary union | exchange rate stability criterion ("convergenceCriteria") → |
| European Union economic and monetary union | government budget deficit criterion ("convergenceCriteria") → |
| European Union economic and monetary union | government debt criterion ("convergenceCriteria") → |
| European Union economic and monetary union | long-term interest rate criterion ("convergenceCriteria") → |
| European Union economic and monetary union | price stability criterion ("convergenceCriteria") → |
| Fibonacci sequence | golden ratio ("limitOfRatioOfConsecutiveTerms") → |
| Gauss–Seidel method | strict diagonal dominance of matrix A ("convergesUnder") → |
| Gauss–Seidel method | symmetric positive definite matrices ("convergesUnder") → |
| Hopfield network | local energy minima ("convergesTo") → |
| KMeans | change in objective function is below a threshold ("convergesWhen") → |
| KMeans | cluster assignments no longer change ("convergesWhen") → |
| Reissner–Nordström metric | flat ("isAsymptotically") → |
| Riemann sums | finer partitions generally give better approximations ("refinementProperty") → |
| Riemann sums | function being Riemann integrable ("conditionForConvergence") → |
| Riemann sums | value of the Riemann integral when the function is Riemann integrable ("convergesTo") → |
| Riemann zeta function | Re(s) > 1 ("DirichletSeriesConvergenceRegion") → |
| Riemann zeta function | Re(s) > 1 ("EulerProductConvergenceRegion") → |
| generalized binomial theorem | |z| < 1 for general complex α ("convergenceCondition") → |