Mathematics – Optimization and Control
Scientist
Mathematics
Optimization and Control
Scientist
A splitting proximal point method for Nash-Cournot equilibrium models involving nonconvex cost functions
Combining Lagrangian Decomposition and Excessive Gap Smoothing Technique for Solving Large-Scale Separable Convex Optimization Problems
Decomposition algorithms for globally solving mathematical programs with affine equilibrium constraints
Real-Time Sequential Convex Programming for Optimal Control Applications
Sequential Convex Programming Methods for Solving Nonlinear Optimization Problems with DC constraints
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