A matrix-free interior point augmented Lagrangian trajectory, defined by an ODE, is proven to converge from any interior feasible point to an optimal solution of linearly constrained convex programs.
Dynamical systems I: ordinary differential equations and smooth dynamical syste ms
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A matrix-free interior point continuous trajectory for linearly constrained convex programming
A matrix-free interior point augmented Lagrangian trajectory, defined by an ODE, is proven to converge from any interior feasible point to an optimal solution of linearly constrained convex programs.