Semiorthogonal linear prewavelets on irregular meshes
Volume 72 / 2006
Banach Center Publications 72 (2006), 221-234
MSC: 41A15, 42C60, 65N30.
DOI: 10.4064/bc72-0-14
Abstract
We extend results on constructing semiorthogonal linear spline prewavelet systems in one and two dimensions to the case of irregular dyadic refinement. In the one-dimensional case, we obtain sharp two-sided inequalities for the $L_p$-condition, $1< p< \infty$, of such systems.
