Hybrid proximal linearized algorithm for the split DC program in infinite-dimensional real Hilbert spaces.
To be the best of our knowledge, the convergence theorem for the DC program and split DC program are proposed in finite-dimensional real Hilbert spaces or Euclidean spaces. In this paper, to study the split DC program, we give a hybrid proximal linearized algorithm and propose related convergence theorems in the settings of finite- and infinite-dimensional real Hilbert spaces, respectively.
['Chuang|Chih-Sheng|CS|0000-0002-4410-6427', 'Yang|Pei-Jung|PJ|']
Critical point DC function Strongly monotonicity Subdifferential