Operator space tensor products and inductive limits
Operator space tensor products and inductive limits is a scholarly work, published in 2019 in ''Journal of Mathematical Analysis and Applications''. The main subjects of the publication include compact operator, tensor product, pure mathematics, limit, space, operator space, tensor, multiplication operator, direct limit, product topology, operon, shift operator, mathematical analysis, symmetric tensor, pseudo-monotone operator, Banach space, Strictly singular operator, C*-algebra, quasinormal operator, Finite-rank operator, Lie algebra, and mathematics. The authors also discuss about the bidual of such an inductive limit and obtain embeddings lim→(Xn⁎⁎⨂λY⁎⁎)⊆(lim→Xn⨂λY)⁎⁎ under certain restrictions.