Exponential tail estimates in the law of ordinary logarithm (LOL) for triangular arrays of random variables
In the paper under review, one studies triangular arrays of random variables. Thus, one firstly obtains exponential upper and lower estimates for the tail functions. For arrays of independent random variables in certain grand Lebesgue spaces, one then estimates the partial sums in the case of heavy-tailed distributions.
scientific article; zbMATH DE number 7345270
scientific article