INVESTIGADORES
CABRELLI Carlos Alberto
capítulos de libros
CABRELLI, C.; MOLTER, U.; SUAREZ, DANIEL
Frames of iterations and vector-valued model spaces
Sampling, Approximation, and Signal Analysis (Harmonic Analysis in the Spirit of J. Rowland Higgins)
Lugar: Washington; Año: 2023;
ALDROUBI, A.; CABRELLI, C.; MOLTER, U.; PETROSYAN, A.
Local-to-Global Frames and Applications to the Dynamical Sampling Problem.
Excursions in Harmonic Analysis, Volume 6
Año: 2021; p. 211 - 220
BARBIERI, DAVIDE; CABRELLI, CARLOS; HERNÁNDEZ, EUGENIO; MOLTER, URSULA
Data approximation with time-frequency invariant systems
Landscapes of Time-Frequency Analysis, Vol.2
Lugar: Washington DC; Año: 2020;
CABRELLI, C.; DARJI, UDAYAN; MOLTER, U.
Visisble and Invisible Cantor Sets
Excursions in Harmonic Analysis
Año: 2013; p. 11 - 21
ALDROUBI, A.; CARLOS A. CABRELLI; MOLTER, U.
Learning the right model from the data
Harmonic Analysis and Applications
Lugar: Boston; Año: 2006; p. 325 - 333
ALDROUBI, AKRAM; CABRELLI, CARLOS; MOLTER, URSULA
How to construct Wavelet Frames on irregular grids and arbitrary dilations in $R^n
Contemporary Mathematics: Wavelets, Frames and Operator Theory
Lugar: Providence, Rhode Island USA; Año: 2004; p. 1 - 9
ALDROUBI, AKRAM; CABRELLI, CARLOS; HARDIN, DOUG; MOLTER, URSULA; RODADO, ARMANDO
Determining Sets of Shift Invariant Spaces
Wavelets and their Applications
Lugar: New Delhi; Año: 2003; p. 132 - 151
CABRELLI, CARLOS; HEIL, CHRISTOPHER; MOLTER, URSULA
Multiwavelets in Rn with an arbitrary dilation matrix
Wavelet Transforms and Time-Frequency Signal Analysis
Lugar: Basel; Año: 2003; p. 23 - 39
C. CABRELLI; C. HEIL; U. MOLTER
Polynomial reproduction by refinable functions
Advances in wavelets
Año: 1999; p. 121 - 161