Interpolatory curl-free wavelets on bounded domains and characterization of Besov spaces
A construction of interpolatory curl-free wavelets and its duals on the (three-dimensional) cube is given. A corresponding class of Besov spaces is considered and the stability of the curl-free wavelet basis is studied. Reviewer's remark: Unfortunately, the paper is not well written, it contains a lot of typos and is hardly readable.
scientific article; zbMATH DE number 6210035