叙述了采用积分算子解法时弹性解与粘弹性解之间的对应关系；
The paper introduces the correspondence principle between elastic solution and viscoelastic solution when adopting integral operator solution;
用积分算子求解法 ，得到了具有反射边界条件的、含控制参数的抽象动力方程边值问题的解。
The conclusion derived from the comparison between the two methods is useful to the integral operator solution.
给出了一些新的增算子不动点存在性定理以及这些不动点的迭代解法，从而统一和推广了许多已知结果。
In this paper, some new fixed point theorems and the iterative technique of these fixed points for increasing operators are given. The results presented here unify and extend many known results.
给出了一些新的增算子不动点存在性定理以及这些不动点的迭代解法，从而统一和推广了许多已知结果。
In this paper, some new fixed point theorems and the iterative technique of these fixed points for increasing operators are given. The results presented here unify and extend many known results.
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