一类具广义Lipschitz的k-次增生型变分包含解的迭代逼近

Iterative approximation for solutions of a class of variational inclusions of k-subaccretive type with generalized Lipschitzian mappings

在实自反Banach空间中研究一类具广义Lipschitz的k-次增生型变分包含问题,证明了该变分包含解的存在唯一性及其具有混合误差项的Ishikawa迭代程序的收敛性.

We study a class of variational inclusions of k-subaccretive type with generalized Lipschitzian mappings in real reflexive Banach spaces. We prove the existence and uniqueness of solutions to the class of variational inclusions and the convergence of Ishikawa iteration approximating process with mixed errors.