我们也证明了K -正则预解算子族的遍历极限的收敛率和逼近的一些结果。

Finally, we obtain some results of the convergence rates of ergodic limits and approximation for K-regularized resolvent families.

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在扰动方程的正则化求解问题中，解的收敛性估计是十分重要的。

In the regular solution problem of the perturbation equation, the solution of convergence order is important.

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第四章我们首先证明了算法是有定义的，其次在没有正则性条件的假设下证明了算法的全局收敛性。

We prove that the algorithm is well defined and the global convergence of method is obtained without regular conditions.

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