Theory about Strong Number Law of Mixed Sequence in Banach Space

Ref.1 discussed the random variables sequence xi's complete convergent rates when its variable suits certain conditions in Banach space.In this paper,the convergent rates of the random variables sequence when its variable is independent and mixed each other in Banach space are discussed.While the variable sequence xi consists of the real random variable,the result satisfies the Theory 1 in Ref1.At last,some results are abtained.