摘要
在Hilbert空间中设计了一种粘滞逼近方法的自适应迭代算法,并利用粘滞逼近方法和自伴算子技巧求解了次压缩算子的分裂问题。所得结果推广和改进了一些最新的结果。
In a Hilbert space,a self-adaptive iterative algorithm by viscosity approximation method is designed,and the split problem of sub-contractive operator is solved by using viscosity approximation operator and self-adaptive operator technique.The results generalize and improve some latest results.
作者
贾倩倩
高兴慧
JIA Qian-qian;GAO Xing-hui(School of Mathematics and Computer Science,Yan′an University,Yan′an 716000,China)
出处
《延安大学学报(自然科学版)》
2020年第2期21-23,27,共4页
Journal of Yan'an University:Natural Science Edition
关键词
粘滞迭代
自适应算法
次压缩算子
分裂问题
viscosity iteration
self-adaptive algorithm
sub-contractive operator
split problem