Example: dental hygienist

Law of large numbers - stat.duke.edu

ngis Cauchy in probability and so converges almost surely. Lemma 0.0.1 (Kronecker’s lemma)P Given sequences fx kgand fa ngsuch that x kR and 0 < a n "1. If 1 k=1 x k a k converges then lim n!1 a 1 n Xn k=1 x k = 0: Kronecker’s lemma with the Kolmogorov convergence criteria immediately provides a SLLN. Corollary 0.0.1 fX n

Tags:

  Large, Number, Sequence, Probability, Law of large numbers

Information

Domain:

Source:

Link to this page:

Please notify us if you found a problem with this document:

Other abuse

Related search queries