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Almost sure limit theorems for the pearson statisticAlmost sure versions of limit theorems by Kruglov for the Pearson χ2-statistic are obtained.
Almost sure limit theorems for random sums of multiindex random variablesIn this paper, we obtain an almost sure functional limit theorem for random sums of multiindex
An almost sure functional limit theorem for the domain of geometric partial attraction of semistable lawsAn almost sure functional limit theorem is obtained for variables being in the domain of geometric
An almost sure functional limit theorem for the domain of geometric partial attraction of semistable lawsAn almost sure functional limit theorem is obtained for variables being in the domain of geometric
Functional limit theorems for Levy processes and their almost-sure versions this criterion to some special Levy processes and obtain almost-sure versions of limit theorems
Almost sure limit theorems for random sums of multiindex random variablesIn this paper, we obtain an almost sure functional limit theorem for random sums of multiindex
Almost sure limit theorems for the pearson statisticAlmost sure versions of limit theorems by Kruglov for the Pearson χ2-statistic are obtained.
Functional limit theorems for Levy processes and their almost-sure versions this criterion to some special Levy processes and obtain almost-sure versions of limit theorems
A continuous analogue of the invariance principle and its almost sure version of uniform convergence. An integral type almost sure version of this limit theorem is obtained.
Integral analogues of almost sure limit theoremsAn integral analogue of the general almost sure limit theorem is presented. In the theorem, instead
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