By using resolvent operator technique for m-accretive mappings.
在q-一致平滑Banach空间中研究了一类非线性变分包含组,运用m-增殖映射的预解算子技巧,构造了一类迭代序列,证明了在q-一致平滑Banach空间上这类迭代序列的收敛性,推广了Verma一文中的有关结果。
By using resolvent operator technique for (M,η)-accretive mapping,we construct a new class of iterative algorithms for solving this class of system of set-valued implicit variational inclusions.
运用(M,η)-增殖映射的预解算子技术,构造了这类非线性集值隐式变分包含组解的新的迭代算法。
