Duality of projective limit spaces and inductive limit spaces over a nonspherically complete nonarchimedean field
A duality theorem of projective and inductive limit spaces over a nonspherically complete valued field is obtained under a certain condition, and topologies of spaces of locally analytic functions are studied.
duality theorem of projective and inductive limit spaces over a nonspherically complete valued field
topologies of spaces of locally analytic functions
scientific article; zbMATH DE number 4060137