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CONVERGENCE RATES IN THE STRONG LAWS FOR A CLASS OF DEPENDENT RANDOM FIELDS

CONVERGENCE RATES IN THE STRONG LAWS FOR A CLASS OF DEPENDENT RANDOM FIELDS
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摘要 By using a Rosenthal type inequality established in this paper,the complete convergence rates in the strong laws for a class of dependent random fields are discussed.And the result obtained extends those for ρ --mixing random fields,ρ *-mixing random fields and negatively associated fields. By using a Rosenthal type inequality established in this paper,the complete convergence rates in the strong laws for a class of dependent random fields are discussed.And the result obtained extends those for ρ --mixing random fields,ρ *-mixing random fields and negatively associated fields.
出处 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2003年第2期209-213,共5页 高校应用数学学报(英文版)(B辑)
关键词 Rosenthal type inequality ρ --mixing ρ *-mixing negatively ASSOCIATED random fields. Rosenthal type inequality, ρ --mixing, ρ *-mixing,negatively, associated, random fields.
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