An iteration procedure can be used to determine the eigenvalue . 迭代方法可用來確定特征值。
In the third part , we study stability of ishikawa iteration procedure 第三章討論一類信號方程用ishikawa迭代過程求解的穩(wěn)定性。
Convergence and stability of fixed point the ishikawa iteration procedures for asymptotically nonexpansive mapping 迭代程序收斂性與穩(wěn)定性
In the process of computation a method based on mass conservation and a special iteration procedure are applied to accelerate the convergence speed and minimize the error of water balance 在數(shù)值計算過程中,采用了質量守恒和特殊的迭代求解格式以加快計算收斂速度和減少水量平衡誤差。
But the theoretical computation of a eigenvalue has some special difficulty . the iteration procedure is likely to diverge in deep subcritical system and lead to calculation failure 但的理論計算存在特殊的困難,尤其是對于深次臨界情形,容易發(fā)生迭代過程不收斂情況,導致計算失效。