Axial diameters, width and surface area
The author first proves some new inequalities for the axial diameters of a bounded open convex set in \(E^ d\) if the set K contains one point or no point of an integer lattice. Then he investigates ``the relationships between the axial diameters and the (minimal) width and surface area of the body K.''
scientific article; zbMATH DE number 4165896