Newton methods for linear-quadratic dynamic games achieve local quadratic convergence via reformulation as affine variational inequalities, outperforming first-order methods in vehicle coordination simulations.
Linear-quadratic dynamic games as receding-horizon variational inequalities
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Fast Newton methods for linear-quadratic dynamic games with application to autonomous vehicle platooning and intersection crossing
Newton methods for linear-quadratic dynamic games achieve local quadratic convergence via reformulation as affine variational inequalities, outperforming first-order methods in vehicle coordination simulations.