Assertion: distribution's probability | /r/CapableOf | converge with sample size
Facets:
value: rapidly
type: MANNER
Source sentences:
text: This result was extended and generalized by the French scientist Pierre-Simon Laplace, in his Théorie analytique des probabilités (1812; “Analytic Theory of Probability”), into the first central limit theorem, which proved that probabilities for almost all independent and identically distributed random variables converge rapidly (with sample size) to the area under an exponential function—that is, to a normal distribution.