Hölder metric subregularity for multifunctions in type Banach spaces
Binbin Zhang, Kung Fu Ng, Xi Yin Zheng, Qinghai He · Optimization · 2016
Using the Borwein–Preiss variational principle and in terms of the proximal coderivative, we provide a new type of sufficient conditions for the Hölder metric subregularity and Hölder error bounds in a class of smooth Banach spaces. As an application, new characterizations for the tilt stability of Hölder minimizers are established.