2．2积分方程理论（Integral equation theory） 为了计算系统的总相关函数除了OZ方程外还必须有另一个联系c（r‘）、＾（r）及相互作用势的方程，构成闭合方程组。
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模拟结果与微扰理论和平均球近似积分方程理论的预测值进行了比较。
The simulated results are analyzed and compared with those predicted from perturbation theory and integral equation theory under mean spherical approximation.
同时利用带位的奇异积分方程理论得到了这一问题可解的主要条件及指数计算公式。
By the singular integral equation theory we obtain the resolvable sufficient and necessary condition and the formula of counting index for the problem.
运用泛函分析和积分方程理论，证明了系统解的存在性与唯一性，得到系统解的解析表达式。
Applying the theory of integral equation and functional analysis, we prove the existence and uniqueness of the system solution to the equation, and get the analytical expression of the solution.
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