Optimal Use of Components of a Dyadic Wavelet Representation / A.V. Shokurov // Vestn. Mosk. Univ., Matem. Mekhan. 2009. № 5. P. 3-6 [Moscow Univ. Math. Bulletin. Vol. 64, No 5, 2009. P. 179-182]
In practice, one may encounter linear transforms whose result is important for a certain set of vector components only. In particular this relates to vector components restored from its dyadic wavelet representation. In this paper we study optimization of the index set of the dyadic wavelet representation which can be used to restore required original vector components.
Key words: wavelet transform, dyadic wavelet representation, linear transform,
inverse transform, index set, restoring vector components.