It is shown that under more general contractions of viscosity approximation methods, the sequence {x_n} defined by 1.
本文用黏性逼近方法证明了在较一般的条件下，由1。
It is shown by using viscosity approximation methods, some sufficient and necessary conditions for the iterative sequence {x_n} defined by 1.
本文用黏性逼近方法证明了在较一般的条件下，由1。
In this thesis, we mainly use the methods including Galerkin approximation, vanishing viscosity, a prior estimate and fixed point method.
本文所用的主要方法，包括Galerkin逼近、粘性消失、先验估计以及不动点方法。
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