3 papers
math.OC2026
On Lipschitzian properties of multifunctions defined implicitly by "split" feasibility problems
Amos Uderzo
In the present paper, a systematic study is made of quantitative semicontinuity (a.k.a. Lipschitzian) properties of certain multifunctions, which are defined as a solution map asso…
math.OC2025
On a robust approach to "split" feasibility problems: solvability and global error bound conditions
Amos Uderzo
In the present paper, a robust approach to a special class of convex feasibility problems is considered. By techniques of convex and variational analysis, conditions for the existe…
math.OC2024
Marginal Analysis of Convex Optimization Problems with Set-Valued Inclusion Constraints
Amos Uderzo
In this paper, stability and sensitivity properties of a class of parametric constrained optimization problem, whose feasible region is defined by a set-valued inclusion, are inves…