Strong Convergence Laws for \wt\varphi-Mixing Sequences of Random Variables

In this paper, the almost sure convergence and complete convergence for \wt\varphi-mixing random variables are established. The results obtained not only extend and generalize the classical Khintchine-Kolmogorov Convergence Theorem, the Three Series Theorem for independent random variables to the case of \wt\varphi-mixing random variables, but also improve the relevant results without necessarily adding any extra any conditions.