Definition of Kolmogorov's Second Law of Large Numbers: If {w_t} is a sequence of iid draws from a distribution and Ew_t exists (call it mu) then the average of the w_t's goes 'almost surely' to mu as t goes to infinity.

Same as strong law of large numbers. (Econterms)

Terms related to Kolmogorov's Second Law of Large Numbers:

• Strong law of large numbers
• iid