建立了一个投影次梯度方法来求解一类集值混合变分不等式,其中相关的映象不必是Lipschitz连续的.在合适的条件下,证明了在Hilbert空间中该方法产生的序列强收敛于问题的唯一解.
A projected subgradient method for solving a class of set-valued mixed variational in- equalities when the mapping was not necessarily Lipschitz was proposed. Under some suitable conditions, it is proved that the sequence generated by the method was strongly convergent to the unique solution of the problem in Hilbert spaces.