A generalized weak law of large numbers for noncommuting random variables
A generalized weak law of large numbers for noncommuting random variables
Let X 1 , X 2 , . . .be a sequence of independent (possibly noncommuting) random variables, with distributions ν i .A sufficient condition for the sequenceto converge in distribution to the Dirac measure at zero, for some choice of the constants M n , and some β > …