摘要
在L^p空间中给出压缩映射、一致强增生映射的解的几何估计,从而推广了文献中的相应结果,并改善了压缩映射迭代法求解中的后天误差估计。
This paper gives the geometric estimation of solution for contractive and uniform accretive operators, extends the results given in[1]、[2] and improves the posteriori estimates of iterates for contractive mapping.
关键词
L^P空间
压缩映射
几何估计
不动点
L^p Space, Contractive mapping, UniForm accrctive mapping, Geometric estimation
