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- Title
Strong Laws of Large Numbers for Arrays of Rowwise ρ-Mixing Random Variables.
- Authors
Meng-Hu Zhu
- Abstract
The article establishes a strong law of large numbers for arrays of p-mixing random variables. C represents a positive constant though its value may change from one appearance to the next. The fundamental theorem in probability theory is presented. One of its results in a law of large numbers which states that for p < 2 and r ≥p. Some of the extensions can be found in the two-sided estimated proposed by two authors. A lemma was created to prove the main result. A corollary was also obtained under the conditions of Theorem 2.2.
- Subjects
LAW of large numbers; RANDOM variables; STOCHASTIC convergence; AUTOMATIC theorem proving; PROOF theory; MATHEMATICAL logic
- Publication
Discrete Dynamics in Nature & Society, 2007, p1
- ISSN
1026-0226
- Publication type
Article
- DOI
10.1155/2007/74296