A Hummel–Seebeck type method for variational inclusions
Michel Geoffroy, Célia Jean-Alexis, Alain Piétrus · Optimization · 2008
We study the stability of a Hummel–Seebeck like method for solving variational inclusions of the form 0 ∈ f(x) + G(x), where f is a single-valued function while G stands for a set-valued mapping, both of them acting in Banach spaces. Then, we investigate a measure of conditioning of these inclusions under canonical perturbations.