
doi: 10.1007/bf01787654
Conditions for Gaussian sequences to converge to zero with unit probability are examined. A comparison theorem is proved, on the basis of which sufficient conditions are derived for the convergence to zero of Gaussian sequences, including, in particular, the previously known ones.
Convergence of Gaussian Sequences, Strong limit theorems, Gaussian processes, Gaussian Sequences, Comparison Theorem
Convergence of Gaussian Sequences, Strong limit theorems, Gaussian processes, Gaussian Sequences, Comparison Theorem
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