Therefore, there is still an interesting question that deserves attention: Is it possible to establish a type of stronger stability in which a stronger 'stable' set is stable with respect to the two aforementioned perturbations?
In this paper, some further results on the stability of Ky Fan's points are proposed by introducing a type of stronger perturbation of section mappings defined by a semi-metric called the maximum Hausdorff semi-metric, and the existence of the essential components of the set of Ky Fan's points to this perturbation is proved.
To address this question, in this paper, the stability of Ky Fan's points is established by introducing a type of stronger perturbation of section mappings defined by a semi-metric called the maximum Hausdorff semi-metric, which includes the two aforementioned perturbations.
Motivated and inspired by the research studies mentioned above, in this article, we consider a type of symmetric strong vector quasiequilibrium problem (SSVQEP) without assuming that the dual of the ordering cone has a weak* compact base.
Boron nitride nanotubes (BNNTs) are a type of light, strong, thermally, and chemically stable tubular nanostructures, and hold promise for a number of applications in the fields of nanoscience and engineering.
In addition, Liu et al. found a small quantity of a new type of strong Brønsted acid site that was formed after a steaming and washing step.
Exfoliating graphite yields stable carbon films just a few atoms thick, which on a silicon substrate act as a new type of strong semimetal transistor.
If no constraints on the variance are imposed, a new type of "strong" localization occurs in self-affine systems.
These properties make graphene or graphene-based materials very promising as a new type of strong and lightweight EM wave absorption materials [14].
