On Characterization of Norm Attaining Operators in Frechet Spaces

In this paper, the norm attaining operators in Frechet spaces are considered. These characterized based on their density, normality, linearity and compactness. It is shown that image dense for a normal injective operator space, as well its inverse given self-adjoint. A space also to be if adjoint attains condition under which attainability normality of an coincides given. Furthermore, between linear bounded inverse. If attaining, finite rank, then it compact. The study applicable algorithm concentration seen describing sphere packing.