Scaling Sets and Orthonormal Wavelets with Dilations Induced by Expanding Matrices

@inproceedings{Baki2011ScalingSA,
  title={Scaling Sets and Orthonormal Wavelets with Dilations Induced by Expanding Matrices},
  author={Damir Baki{\'c} and Edward N. Wilson},
  year={2011}
}
The paper studies orthonormal wavelets in L2(Rn) with dilations induced by expanding integer matrices of arbitrary determinant. We provide a method for construction of all scaling sets and, hence, of all orthonormal MSF wavelets with the additional property that the core space of the underlying multiresolution structure is singly generated. Several examples… CONTINUE READING