Yang Ting-ting
Abstract
A new class of projection and contraction method for solving monotone variational inequalities is proposed.The convergence of this new method only requires the monotonicity of the underlying operator but not strongly monotone or Lipschitz continuous.
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A new class of projection and contraction method for solving monotone variational inequalities is proposed.The convergence of this new method only requires the monotonicity of the underlying operator but not strongly monotone or Lipschitz continuous.
Key concepts: Variational inequality, Monotonic function, Lipschitz continuity, Monotone polygon, Mathematics, Contraction (grammar), Strongly monotone, Projection method