Pages that link to "Item:Q1810237"

The following pages link to Exact values of widths of classes of analytic functions on the disk and best linear approximation methods (Q1810237):

Displaying 18 items.

• Best approximation methods and widths for some classes of functions in \(H_{q,\rho}\), \(1 \leq q\leq\infty\), \(0 < \rho\leq 1\) (Q530294) (← links)
• On widths of classes of analytic functions on the disk in weight Banach spaces (Q610583) (← links)
• Best approximation and width of some classes of analytic functions (Q859121) (← links)
• On the best linear approximation method for Hölder classes (Q1684579) (← 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)
• Best linear methods of approximation and widths of classes of analytic functions in a disk (Q1907377) (← links)
• On the best linear approximation methods and the widths of certain classes of analytic functions (Q1966187) (← links)
• \(K\)-functionals and extreme problems of the approximation theory for classes of analytic functions in a circle. I (Q2098830) (← links)
• Best linear approximation methods for some classes of analytic functions on the unit disk (Q2186316) (← links)
• Estimates of the values of \(n\)-widths of classes of analytic functions in the weight spaces \(H_{2,\gamma}(D)\) (Q2217280) (← links)
• On the best approximation of the Hölder classes by linear methods (Q2933213) (← links)
• The widths of classes of analytic functions in a disc (Q3056208) (← links)
• Best linear methods of approximation and optimal orthonormal systems of the Hardy space (Q3607336) (← links)
• On the best polynomial approximation in Hardy space (Q6132635) (← links)
• On the best polynomial approximation of functions in the Hardy space 𝐻𝑞,𝑅, (1 ⩽ 𝑞 ⩽ ∞, 𝑅 ⩾ 1) (Q6194095) (← links)
• Sharp Jackson-Stechkin type inequalities in Hardy space \(H_2\) and widths of functional classes (Q6553356) (← links)
• The best approximation of analytic in a unit circle functions in the Bergman weight space \(\mathscr{B}_{2,\mu} \) (Q6554813) (← links)
• On the best approximation of functions analytic in the disk in the weighted Bergman space \(\mathcal{B}_{2,\mu} \) (Q6638450) (← links)