THE -APPROXIMATION PROPERTY AND ITS DUALITY
From MaRDI portal
Publication:5253334
DOI10.1017/S1446788714000615zbMath1326.46017MaRDI QIDQ5253334
Publication date: 5 June 2015
Published in: Journal of the Australian Mathematical Society (Search for Journal in Brave)
\(p\)-compact operator\(p\)-compact setunconditionally \(p\)-compact operator\(\mathcal{K}_{p}\)-approximation property\(\mathcal{K}_{up}\)-approximation property
Related Items
On approximation properties related to unconditionally p‐compact operators and Sinha–Karn p‐compact operators, The ideal of weakly p-compact operators and its approximation property for Banach spaces, The injective and surjective hulls of the ideal of \((p,q)\)-compact operators and their approximation properties, Lifting some approximation properties from a dual space $X’$ to the Banach space $X$, SOME RESULTS OF THE -APPROXIMATION PROPERTY FOR BANACH SPACES, Quotient algebras of Banach operator ideals related to non-classical approximation properties, The \(E\)-compactness and the \(E\)-approximation property determined by the Banach space \((\sum \ell_p)_q\)
Cites Work
- A remark on the approximation of \(p\)-compact operators by finite-rank operators
- The dual space of (\(\mathcal L(X, Y), \tau _p\)) and the \(p\)-approximation property
- Density of finite rank operators in the Banach space of \(p\)-compact operators
- The \(p\)-approximation property in terms of density of finite rank operators
- Subspaces without the approximation property
- On James's paper 'Separable conjugate spaces'
- Compact operators whose adjoints factor through subspaces of lp
- Operators whose adjoints are quasi p-nuclear
- An Introduction to Banach Space Theory
- The approximation properties via the Grothendieck p‐compact sets
