Operator p-compact mappings
Operator p-compact mappings is a scholarly work, published in 2019 in ''Journal of Functional Analysis''. The main subjects of the publication include compact operator, weak operator topology, mathematics, complex analysis, Banach space, pure mathematics, Strictly singular operator, multiplication operator, space, shift operator, quasinormal operator, operator space, Finite-rank operator, Semi-elliptic operator, operon, algebra over a field, class, C*-algebra, Nuclear operator, Compact operator on Hilbert space, pseudo-monotone operator, and discrete mathematics. The authors introduce the class of operator $p$-compact mappings and completely right $p$-nuclear operators, which are natural extensions to the operator space framework of their corresponding Banach operator ideals.