In Chapter 5,firstly,we establish strong convergence theorems for a infinite family of Lipschitz pseudo-contractions in Hilbert spaces by proposing three kinds of new algorithms.
B→B的迭代过程的强收敛性。 3.第五章,首先我们在Hilbert空间应用三类新的算法,建立了一组无限Lipschitz伪压缩映像族变分不等式的强收敛定理。
参考来源 - 几类广义变分不等式解的不动点算法·2,447,543篇论文数据，部分数据来源于NoteExpress
我们证明了该算法的收敛定理并把它与幂方法作了比较。
We prove the convergence theory for the algorithm and compare the method with Power method.
为保证该算法的稳定性，提出并证明了该算法的收敛定理。
To ensure stability of the NNA, the convergence theorem of the NNA is presented and proved.
证明了一些弱收敛和强收敛定理，并给出了相对收敛率的估计。
Some weak and strong convergence theorems are proved and the estimation of relative convergence rate is obtained.
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