Error Bounds for Degenerate Cone Inclusion Problems
Yiran He, Jie Sun · Mathematics of Operations Research · 2005
Error bounds for cone inclusion problems in Banach spaces are established under conditions weaker than Robinson’s constraint qualification. The results allow the cone to be more general than the origin and therefore also generalize a classical error bound result concerning equality-constrained sets in optimization. Applications in finite-dimensional differentiable inequalities and in tangent cones are discussed.