On the speed of convergence in the local limit theorem for triangular arrays of random variablesReportar como inadecuado



 On the speed of convergence in the local limit theorem for triangular arrays of random variables


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We establish the upper bound on the speed of convergence to the infinitely divisible limit density in the local limit theorem for triangular arrays of random variables $\{X {k,n},\, k=1,

,a n, \, n\in at\}$.



Autor: V. Knopova

Fuente: https://archive.org/







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