Pages that link to "Item:Q909828"

The following pages link to Widths of certain classes of analytic functions in the Hardy space \(H_ 2\) (Q909828):

Displaying 10 items.

• Width of the Gakhov class over the Dirichlet space is equal to 2 (Q323634) (← links)
• Widths in \(L_ 2\) of classes of differentiable functions, defined by higher-order moduli of continuity (Q807902) (← links)
• Estimates of the widths of classes of analytic functions (Q808360) (← links)
• Gel'fand widths of the unit ball of the Hardy class \(H^ p\) in weight spaces (Q1075561) (← links)
• Exact estimates in the approximation of continuous functions on the sphere by linear convolution operators (Q1176889) (← links)
• On the best linear methods of approximation and the exact values of widths for some classes of analytic functions in the weighted Bergman space (Q1684596) (← links)
• Estimates of the values of \(n\)-widths of classes of analytic functions in the weight spaces \(H_{2,\gamma}(D)\) (Q2217280) (← links)
• (Q4059945) (← links)
• Widths of some classes of analytic functions in the Hardy space \(H_2\) (Q5959491) (← links)
• Value of \(n \)-widths of some classes of analytic functions in the Bergman space \(B_2 \) (Q6632303) (← links)