Pages that link to "Item:Q1790593"

The following pages link to Some approximation properties and nuclear operators in spaces of analytical functions (Q1790593):

Displaying 13 items.

• On \(\alpha\)-nuclear operators with applications to vector-valued function spaces (Q495973) (← links)
• The dual space of (\(\mathcal L(X, Y), \tau _p\)) and the \(p\)-approximation property (Q709296) (← links)
• How bad can a Banach space with the approximation property be? (Q796043) (← links)
• Nuclearity of the operators of embedding of certain classes of analytic functions in weighted spaces (Q1123356) (← links)
• Approximation numbers of nuclear operators and geometry of Banach spaces (Q1193252) (← links)
• Bounded holomorphic mappings and the compact approximation property in Banach spaces (Q1430619) (← links)
• The \(E\)-compactness and the \(E\)-approximation property determined by the Banach space \((\sum \ell_p)_q\) (Q2097538) (← links)
• On linear operators with \(s\)-nuclear adjoints, \(0<s\leq 1\) (Q2338896) (← links)
• Analytic functionals on fully nuclear spaces (Q3314373) (← links)
• The Approximation Property and Locally Convex Spaces Defined by the Ideal of Approximable Operators (Q3320910) (← links)
• The Approximation Property for Nuclear Convergence Vector Spaces (Q3490459) (← links)
• The bounded approximation property of variable Lebesgue spaces and nuclearity (Q4640274) (← links)
• The ( <i>E</i> , <i>E</i> )-approximation property for Banach spaces (Q6081487) (← links)