| law of large numbers |
Bernoulli's law: (statistics) law stating that a large number of items taken at random from a population will (on the average) have the population statistics
출처: wordnet.princeton.edu/perl/webwn
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| law of large numbers |
a statistical principle about the properties of large numbers. "The larger the number of chance-determined repetitious events considered, the closer the alternatives will approach predictable ratios."
출처: www.mhhe.com/mayfieldpub/ct/ch11/glossary.htm
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| law of large numbers |
A mathematical law stating that if a large number of similar persons or objects are exposed to the same risk, a predictable number of losses will occur during a given period of time.
출처: www.crfonline.org/orc/glossary/l.html
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| law of large numbers |
This law states that the larger the number of exposures considered, the more closely the losses reported will match the underlying probability of loss. The simplest example of this law is the flipping of a coin. The more times the coin is flipped, the closer it will come to actually reaching the underlying probability of 50% heads and 50% tails. See also Degree of Risk, Odds, and Probability.
출처: www.nv-insurance.com/GlossaryL.htm
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| law of large numbers |
A mathematical principle of probability stating that the actual losses in a given category of insurance will come closer to a predictable number as the number of units of exposure increases. In insurance, a prediction must be made from actuarial experience or statistical analysis of the number of losses to be expected in a group of exposures. (The larger the sample, the more accurate the prediction.)
출처: www.farmers.com/FarmComm/WebSite/html/glossary/glo...
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