然后，利用光滑化方法求解这两个问题。
第三章主要用光滑化方法求解二阶锥约束变分不等式。
The third chapter mainly deals with the smooth method for second-order cone constrained variational inequality problems.
分别采用光滑化函数法和求解lc1函数类型方法对牛顿型算法进行研究求解。
In this paper, a special support vector regression machine algorithm is proposed, within which smoothing function and method to solve LC1 type functions are combined to solve Newton-type algorithm.
构造一个光滑化函数逼近NCP函数，利用光滑化牛顿法求解此非光滑算子方程。
A smoothing function which can be approximated by NCP-function is given and the smoothing Newton method is applied to resolve this nonsmooth operator equation.
利用光滑子对方程组进行正则化，从而得到原方程组的逼近解。
We will regularize the equations by the standard mollifier to get the approximate solutions.
利用光滑子对方程组进行正则化，从而得到原方程组的逼近解。
We will regularize the equations by the standard mollifier to get the approximate solutions.
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