1) modified Mann iterative schemes
修改的Mann迭代格式
1.
By using new analysis techniques,study a convergence theorem for the modified Mann iterative schemes for asymptotically quasi-nonexpansive mappings in an arbitrary real Banach spaces,and extend some known results from ordinary Mann iterative schemes to modified Mann iterative schemes with errors.
在任意Banach空间中,运用新的分析技巧,给出渐近拟非扩展映像带误差及修改的Mann迭代格式的收敛定理,从而将一般Mann迭代格式向"带误差"及"修改的"2方面进行扩充。
2) modified Manniteration scheme
修正的Mann迭代格式
3) modified Mann iteration
修改的Mann迭代
1.
We introduced modified Mann iteration to nonexpansive mapping pairing, and proved that the iterative scheme strongly converged to a common fixed point in uniformly smooth Banach space.
对非扩张映象对引入了修改的Mann迭代格式,并证明了在一致光滑Banach空间中强收敛到其公共不动点,改进并推广了Tae-Hwa Kim and Hong-Kun Xu在2005年的结果。
4) revised Mann iterative sequence
修改的Mann迭代序列
5) modified-Ishikawa and modified-Mann interations
修改的Ishikawa-迭代和修改的Mann-迭代
6) modified Mann's iteration
修正的Mann迭代
1.
The modified Mann′s iteration generated a sequence {xn} by the formula x1∈C, xn+1=(1-αn)xn+αnTnxn,n≥1.
通过讨论修正的Mann迭代x1∈C,xn+1=(1-αn)xn+αnTnxn,n≥1。
补充资料：层层迭迭
1.见"层层迭迭"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条