Mathematics – Optimization and Control
Scientist
Mathematics
Optimization and Control
Scientist
Adjoint-based predictor-corrector sequential convex programming for parametric nonlinear optimization
An inexact perturbed path-following method for Lagrangian decomposition in large-scale separable convex optimization
An Inner Convex Approximation Algorithm for BMI Optimization and Applications in Control
Combining Convex-Concave Decompositions and Linearization Approaches for solving BMIs, with application to Static Output Feedback
Path-Following Gradient-Based Decomposition Algorithms For Separable Convex Optimization
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