@article{1015.49025,
author="Hinterm\"uller, Michael and Stadler, Georg",
title="{A semi-smooth Newton method for constrained linear-quadratic control
    problems.}",
language="English",
journal="ZAMM, Z. Angew. Math. Mech. ",
volume="83",
number="4",
pages="219-237",
year="2003",
doi={10.1002/zamm.200310030},
abstract="{Summary: A semi-smooth Newton method for the numerical solution of
    linear-quadratic optimal control problems with bilateral control constraints
    is introduced and analyzed. Conditional global convergence results are
    proved. Based on the smoothing property of the control-to-state operator and
    on generalized derivatives, locally superlinear convergence is established.
    A report on comprehensive numerical tests supports the theoretical results,
    proves the efficiency of the new algorithm, and allows to argue
    mesh-independence.}",
keywords="{semi-smooth Newton method; primal-dual algorithm; linear-quadratic
    optimal control; locally superlinear convergence; mesh-independence}",
classmath="{*49M15 (Methods of Newton-Raphson, Galerkin and Ritz types)
49N10 (Linear-quadratic optimal control problems)
}",
}