The polynomial space H in the span of the integer translates of a box spline M admits a well-known characterization as the joint kernel of a set of homogeneous diierential operators with constant coeecients. The dual space H has a convenient representation by a polynomial space P, explicitly known, which plays an important role in box spline theory as well… (More)

@inproceedings{Boory1989OnTP,
title={On Two Polynomial Spaces Associated with a Box Spline on Two Polynomial Spaces Associated with a Box Spline},
author={Carl de Boory and Nira Dynz and Amos Rony},
year={1989}
}