What is Law of truly large numbers?
The '''law of truly large numbers''' (a [[Statistics|statistical]] comment), says that with a large enough number of [[Independence (statistics)|independent]] samples, any result with constant probability <math>>0</math> is likely to be seen.<ref>Everitt B.S. 2002. ''Cambridge Dictionary of Statistics'', 2nd ed. ISBN 978-0521810999</ref> We may highlight unlikely events and notice them more. The law is often used to falsify different [[pseudoscience|pseudo-scientific]] claims.<ref>Beitman, Bernard D. (15 Apr 2018) [https://www.psychologytoday.com/us/blog/connecting-coincidence/201804/intrigued-the-low-probability-synchronicities Intrigued by the Low Probability of Synchronicities? Coincidence theorists and statisticians dispute the meaning of rare events.] at [https://www.psychologytoday.com psychologytoday]</ref> == References == {{reflist}} [[Category:Statistics]]