On a Factorization of Operators Through a Subspace of c0
Yau‐Chuen Wong · 2023
The dotion of quasi-Schwartz linear mappings between locally convex spaces, induced by Randtke [ 5 ], is a natural generalization of the notion of the notion precompact linear mappiegs, Recently, H, Junek [ 3 ] has show that the class of all quasiSchwarts linear mappings is exactly the inferior extension of the class of all compact operators between Banach spaces. Terzioglu [ 7 ] and Randtke [ 5 ] have given very nice characterizations of compact operators between Bansch spaces. These resu1ts have been generalized by Wong [ 9 , 10 ] to the case of quasi-Schwarts l1near mappings. This note is mainly devoted to give such information as well as some applications.