the strong law of large numbers for dependent vector processes with decreasing correlation: “double averaging concept”
Clicks: 35
ID: 170647
2001
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Abstract
A new form of the strong law of large numbers for dependent vector sequences using the “double averaged” correlation function is presented. The suggested theorem generalizes the well-known Cramer–Lidbetter's theorem and states more general conditions for fulfilling the strong law of large numbers within the class of vector random processes generated by a non stationary stable forming filters with an absolutely integrable impulse function.
| Reference Key |
poznyak2001mathematicalthe
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| Authors | ;Alex S. Poznyak |
| Journal | journal of power sources |
| Year | 2001 |
| DOI |
10.1155/S1024123X01001545
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