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本文用泛函分析的方法,研究了吸引多费子体系中Wigner和Schr?dinger两种微扰级数的收敛性问题。发现这两种微扰级数的“收敛半径”是相同的,但是收敛与发散的速度是不相等的,我们提供了一个较有用的判据。The problem of the convergence for Wigner and Schr?dinger perturbation series is discussed by means of the functional analysis method. It is found that the convergent radii of two typic perturbation series are equivalent, but the rates of the convergence or divergence are not equivalent. An useful test is given.







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