Pages that link to "Item:Q2441943"

The following pages link to On the \(L_\infty\)-norm of the orthogonal projector onto splines. A short proof of A. Shadrin's theorem (Q2441943):

Displaying 12 items.

• Orthonormal spline systems on \(\mathbb R\) with zero means as bases in \(H^1(\mathbb R)\) (Q682158) (← links)
• On the (bi)infinite case of Shadrin's theorem concerning the \(L_{\infty}\)-boundedness of the \(L_{2}\)-spline projector (Q742274) (← links)
• Bounds on projections onto bivariate polynomial spline spaces with stable local bases (Q1601820) (← links)
• Variational multiscale nonparametric regression: smooth functions (Q1650131) (← links)
• A two stage \(k\)-monotone B-spline regression estimator: uniform Lipschitz property and optimal convergence rate (Q1753145) (← links)
• Martingale inequalities for spline sequences (Q2299370) (← links)
• On the value of the max-norm of the orthogonal projector onto splines with multiple knots (Q2497230) (← links)
• L ∞ -Bounds for the L 2-Projection onto Linear Spline Spaces (Q2840659) (← links)
• Unconditionality of orthogonal spline systems in H¹ (Q5251732) (← links)
• Periodic orthonormal spline systems with arbitrary knots as bases in \(H^1(\mathbb{T}) \) (Q6060248) (← links)
• Menshov-type theorem for divergence sets of sequences of localized operators (Q6060252) (← links)
• Martingale convergence theorems for tensor splines (Q6203435) (← links)