Preprint
Sep 2026
Interior-point proximal methods for nonsmooth optimization in Hilbert spaces with cone-ordered constraints
We study an inexact interior-point method for nonsmooth, possibly nonconvex optimization in a Hilbert space with inequality constraints ordered by a cone in a Banach lattice, with particular emphasis on infinite-dimensional state-constrained optimal control. The objective function is given by the sum of a smooth, possi...
Behzad Azmi, Alberto De Marchi
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