M. Passenbrunner

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20102023

most citedUnconditionality of orthogonal spline systems in

L^{p}

18 citations · 38 across the 22 of their papers we have counts for

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math.CA2022

Multivariate orthogonal spline systems

M. Passenbrunner

In this article we consider orthonormal systems consisting of tensor products of splines. We show some convergence results of the corresponding orthogonal series including a.e. con…

math.CA2021

An algebraic characterization of B-splines

Anna Kamont, Markus Passenbrunner

B-splines of order $k$ can be viewed as a mapping $N$ taking a $(k + 1)$ -tuple of increasing real numbers $a_{0} < \dots < a_{k}$ and giving as a result a certain piecewise polynomial f…