# Search results for: M. Martinez

Mathematical Programming > 2017 > 163 > 1-2 > 359-368

*p*(for $$p\ge 1$$ p ≥ 1 ) and to assume Lipschitz continuity of the

*p*-th derivative, then an $$\epsilon $$ ϵ -approximate first-order critical point can be computed in at most ...

Mathematical Programming > 2016 > 160 > 1-2 > 547-555

Mathematical Programming > 2011 > 130 > 1 > 211-223

Mathematical Programming > 2010 > 125 > 1 > 139-162

*k*the method requires the $${\varepsilon_{k}}$$ -global minimization of the Augmented Lagrangian with simple constraints, where $${\varepsilon_k \to \varepsilon}$$ . Global convergence to an $${\varepsilon}$$ ...

Mathematical Programming > 2008 > 111 > 1-2 > 5-32