A block spin construction of ondelettes. Part I: Lemari functions
- Additional Document Info
- View All
Using block spin assignments, we construct an L2-orthonormal basis consisting of dyadic scalings and translates of just a finite number of functions. These functions have exponential localization, and for even values of a construction parameter M one can make them class CM-1 with vanishing moments up to order M inclusive. Such a basis has an important application to phase cell cluster expansions in quantum field theory. 1987 Springer-Verlag.
Communications in Mathematical Physics
author list (cited authors)
complete list of authors