On busemann surface area of the unit ball in minkowski spaces
For a given d-dimensional Minkowski space (finite dimensional Banach space) with unit ball B, one can define the concept of surface area in different ways when d ≥ 3. There exist two well-known definitions of surface area: The Busemann definition and Holmes-Thompson definition of surface area. The purpose of this paper is to establish lower bounds for the surface area of the unit ball in a d-dimensional Minkowski space in case of Busemann's definition, when d ≥ 3. © 2006 Victoria University. All rights reserved.
Journal of Inequalities in Pure and Applied Mathematics
Mustafaev, Zokhrab, "On busemann surface area of the unit ball in minkowski spaces" (2006). Faculty Articles Indexed in Scopus. 1862.